{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    "#Use this to generate points on the circumference for Fuji dataset\n",
    "#both training and testing images\n",
    "\n",
    "import os\n",
    "import json\n",
    "import cv2 as cv\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from circum import xy_values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "train = \"/home/kiprono/Documents/STELLENBOSCH UNIVERISTY/Masters by Research\\\n",
    "/Mask RCNN/Annotation projects/FUJI/train_projects\"\n",
    "os.chdir(train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [],
   "source": [
    "with open(\"via_project_fuji.json\",\"r\") as file:\n",
    "    data = file.read()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [],
   "source": [
    "data = json.loads(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
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       "    .dataframe tbody tr th:only-of-type {\n",
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>filename</th>\n",
       "      <th>file_size</th>\n",
       "      <th>file_attributes</th>\n",
       "      <th>region_count</th>\n",
       "      <th>region_id</th>\n",
       "      <th>region_shape_attributes</th>\n",
       "      <th>region_attributes</th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "  </tbody>\n",
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      "text/plain": [
       "Empty DataFrame\n",
       "Columns: [filename, file_size, file_attributes, region_count, region_id, region_shape_attributes, region_attributes]\n",
       "Index: []"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "headers = ['filename', 'file_size', 'file_attributes', 'region_count', 'region_id',\n",
    "       'region_shape_attributes', 'region_attributes']\n",
    "meta_fuji = pd.DataFrame(columns=headers)\n",
    "meta_fuji"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# ONE"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "ename": "KeyError",
     "evalue": "'filename'",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mKeyError\u001b[0m                                  Traceback (most recent call last)",
      "\u001b[0;32m<ipython-input-19-a4e0b78d4a7a>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[0mi\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;36m1\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      2\u001b[0m \u001b[0mone\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mlist\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdata\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mvalues\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mi\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 3\u001b[0;31m \u001b[0ma\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mone\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m\"filename\"\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;31m#filename\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      4\u001b[0m \u001b[0mb\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mone\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m\"size\"\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;31m#file_size\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      5\u001b[0m \u001b[0mc\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m\"{}\"\u001b[0m \u001b[0;31m#file_attributes\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mKeyError\u001b[0m: 'filename'"
     ]
    }
   ],
   "source": [
    "i = 1\n",
    "one = list(data.values())[i]\n",
    "a = one[\"filename\"] #filename\n",
    "b = one[\"size\"] #file_size\n",
    "c = \"{}\" #file_attributes\n",
    "d = len(one[\"regions\"])#region_count\n",
    "g = \"{}\" #region_attributes\n",
    "img = cv.imread(a)\n",
    "one_df = pd.DataFrame(columns=headers)\n",
    "for j in range(len(one[\"regions\"])):\n",
    "    xc = one[\"regions\"][j][\"shape_attributes\"][\"cx\"]#xc\n",
    "    yc = one[\"regions\"][j][\"shape_attributes\"][\"cy\"]#yc\n",
    "    r = one[\"regions\"][j][\"shape_attributes\"][\"r\"]#radius\n",
    "    t = {'name':'polygon','all_points_x':None,'all_points_y':None}\n",
    "    x,y = xy_values(xc,yc,r,img.shape[0],img.shape[1])\n",
    "    t['all_points_x']  = x\n",
    "    t['all_points_y'] = y\n",
    "    e = j #region_id\n",
    "    f = t #region_shape_attributes\n",
    "    row = [a,b,c,d,e,f,g]\n",
    "    one_df.loc[j] = row\n",
    "meta_fuji = pd.concat([meta_fuji,one_df],ignore_index=True)\n",
    "meta_fuji"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# LOOP THROUGH ALL IMAGES"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 113,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
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       "    .dataframe tbody tr th:only-of-type {\n",
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       "\n",
       "    .dataframe tbody tr th {\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
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       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>filename</th>\n",
       "      <th>file_size</th>\n",
       "      <th>file_attributes</th>\n",
       "      <th>region_count</th>\n",
       "      <th>region_id</th>\n",
       "      <th>region_shape_attributes</th>\n",
       "      <th>region_attributes</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "Empty DataFrame\n",
       "Columns: [filename, file_size, file_attributes, region_count, region_id, region_shape_attributes, region_attributes]\n",
       "Index: []"
      ]
     },
     "execution_count": 113,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "n = len(list(data.values()))\n",
    "meta_fuji = pd.DataFrame(columns=headers)\n",
    "meta_fuji"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 114,
   "metadata": {},
   "outputs": [],
   "source": [
    "for i in range(n):\n",
    "    one = list(data.values())[i]\n",
    "    a = one[\"filename\"] #filename\n",
    "    b = one[\"size\"] #file_size\n",
    "    c = \"{}\" #file_attributes\n",
    "    d = len(one[\"regions\"])#region_count\n",
    "    g = \"{}\" #region_attributes\n",
    "    img = cv.imread(a)\n",
    "    one_df = pd.DataFrame(columns=headers)\n",
    "    for j in range(len(one[\"regions\"])):\n",
    "        xc = one[\"regions\"][j][\"shape_attributes\"][\"cx\"]#xc\n",
    "        yc = one[\"regions\"][j][\"shape_attributes\"][\"cy\"]#yc\n",
    "        r = one[\"regions\"][j][\"shape_attributes\"][\"r\"]#radius\n",
    "        t = {'name':'polygon','all_points_x':None,'all_points_y':None}\n",
    "        x,y = xy_values(xc,yc,r,img.shape[0],img.shape[1])\n",
    "        t['all_points_x']  = x\n",
    "        t['all_points_y'] = y\n",
    "        e = j #region_id\n",
    "        f = t #region_shape_attributes\n",
    "        row = [a,b,c,d,e,f,g]\n",
    "        one_df.loc[j] = row\n",
    "    meta_fuji = pd.concat([meta_fuji,one_df],ignore_index=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 116,
   "metadata": {},
   "outputs": [],
   "source": [
    "meta_fuji.to_csv(\"fuji.csv\",index=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 115,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>filename</th>\n",
       "      <th>file_size</th>\n",
       "      <th>file_attributes</th>\n",
       "      <th>region_count</th>\n",
       "      <th>region_id</th>\n",
       "      <th>region_shape_attributes</th>\n",
       "      <th>region_attributes</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>_MG_3004_06.jpg</td>\n",
       "      <td>199852</td>\n",
       "      <td>{}</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [274, 273,...</td>\n",
       "      <td>{}</td>\n",
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       "      <th>1</th>\n",
       "      <td>_MG_3004_06.jpg</td>\n",
       "      <td>199852</td>\n",
       "      <td>{}</td>\n",
       "      <td>2</td>\n",
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       "      <td>{'name': 'polygon', 'all_points_x': [855, 854,...</td>\n",
       "      <td>{}</td>\n",
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       "      <th>2</th>\n",
       "      <td>_MG_3004_11.jpg</td>\n",
       "      <td>171796</td>\n",
       "      <td>{}</td>\n",
       "      <td>6</td>\n",
       "      <td>0</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [540, 540,...</td>\n",
       "      <td>{}</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>_MG_3004_11.jpg</td>\n",
       "      <td>171796</td>\n",
       "      <td>{}</td>\n",
       "      <td>6</td>\n",
       "      <td>1</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [571, 570,...</td>\n",
       "      <td>{}</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>_MG_3004_11.jpg</td>\n",
       "      <td>171796</td>\n",
       "      <td>{}</td>\n",
       "      <td>6</td>\n",
       "      <td>2</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [468, 467,...</td>\n",
       "      <td>{}</td>\n",
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       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>_MG_3004_11.jpg</td>\n",
       "      <td>171796</td>\n",
       "      <td>{}</td>\n",
       "      <td>6</td>\n",
       "      <td>3</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [156, 155,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>_MG_3004_11.jpg</td>\n",
       "      <td>171796</td>\n",
       "      <td>{}</td>\n",
       "      <td>6</td>\n",
       "      <td>4</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [278, 277,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>_MG_3004_11.jpg</td>\n",
       "      <td>171796</td>\n",
       "      <td>{}</td>\n",
       "      <td>6</td>\n",
       "      <td>5</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [178, 177,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>_MG_3004_16.jpg</td>\n",
       "      <td>154942</td>\n",
       "      <td>{}</td>\n",
       "      <td>10</td>\n",
       "      <td>0</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [176, 176,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>_MG_3004_16.jpg</td>\n",
       "      <td>154942</td>\n",
       "      <td>{}</td>\n",
       "      <td>10</td>\n",
       "      <td>1</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [243, 242,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>_MG_3004_16.jpg</td>\n",
       "      <td>154942</td>\n",
       "      <td>{}</td>\n",
       "      <td>10</td>\n",
       "      <td>2</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [532, 531,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>_MG_3004_16.jpg</td>\n",
       "      <td>154942</td>\n",
       "      <td>{}</td>\n",
       "      <td>10</td>\n",
       "      <td>3</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [885, 884,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>_MG_3004_16.jpg</td>\n",
       "      <td>154942</td>\n",
       "      <td>{}</td>\n",
       "      <td>10</td>\n",
       "      <td>4</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [984, 983,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>_MG_3004_16.jpg</td>\n",
       "      <td>154942</td>\n",
       "      <td>{}</td>\n",
       "      <td>10</td>\n",
       "      <td>5</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [943, 942,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>_MG_3004_16.jpg</td>\n",
       "      <td>154942</td>\n",
       "      <td>{}</td>\n",
       "      <td>10</td>\n",
       "      <td>6</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [516, 515,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>_MG_3004_16.jpg</td>\n",
       "      <td>154942</td>\n",
       "      <td>{}</td>\n",
       "      <td>10</td>\n",
       "      <td>7</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [132, 131,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>_MG_3004_16.jpg</td>\n",
       "      <td>154942</td>\n",
       "      <td>{}</td>\n",
       "      <td>10</td>\n",
       "      <td>8</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [132, 131,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>_MG_3004_16.jpg</td>\n",
       "      <td>154942</td>\n",
       "      <td>{}</td>\n",
       "      <td>10</td>\n",
       "      <td>9</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [79, 78, 7...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>_MG_3004_21.jpg</td>\n",
       "      <td>132854</td>\n",
       "      <td>{}</td>\n",
       "      <td>5</td>\n",
       "      <td>0</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [406, 405,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>_MG_3004_21.jpg</td>\n",
       "      <td>132854</td>\n",
       "      <td>{}</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [648, 647,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>_MG_3004_21.jpg</td>\n",
       "      <td>132854</td>\n",
       "      <td>{}</td>\n",
       "      <td>5</td>\n",
       "      <td>2</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [964, 963,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>_MG_3004_21.jpg</td>\n",
       "      <td>132854</td>\n",
       "      <td>{}</td>\n",
       "      <td>5</td>\n",
       "      <td>3</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [1022, 102...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22</th>\n",
       "      <td>_MG_3004_21.jpg</td>\n",
       "      <td>132854</td>\n",
       "      <td>{}</td>\n",
       "      <td>5</td>\n",
       "      <td>4</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [313, 312,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>_MG_3017_02.jpg</td>\n",
       "      <td>154892</td>\n",
       "      <td>{}</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [328, 327,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>_MG_3017_02.jpg</td>\n",
       "      <td>154892</td>\n",
       "      <td>{}</td>\n",
       "      <td>4</td>\n",
       "      <td>1</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [208, 208,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>_MG_3017_02.jpg</td>\n",
       "      <td>154892</td>\n",
       "      <td>{}</td>\n",
       "      <td>4</td>\n",
       "      <td>2</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [267, 266,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26</th>\n",
       "      <td>_MG_3017_02.jpg</td>\n",
       "      <td>154892</td>\n",
       "      <td>{}</td>\n",
       "      <td>4</td>\n",
       "      <td>3</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [325, 324,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>27</th>\n",
       "      <td>_MG_3017_07.jpg</td>\n",
       "      <td>152929</td>\n",
       "      <td>{}</td>\n",
       "      <td>8</td>\n",
       "      <td>0</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [409, 408,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>28</th>\n",
       "      <td>_MG_3017_07.jpg</td>\n",
       "      <td>152929</td>\n",
       "      <td>{}</td>\n",
       "      <td>8</td>\n",
       "      <td>1</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [469, 468,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>29</th>\n",
       "      <td>_MG_3017_07.jpg</td>\n",
       "      <td>152929</td>\n",
       "      <td>{}</td>\n",
       "      <td>8</td>\n",
       "      <td>2</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [1023, 102...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>521</th>\n",
       "      <td>_MG_8993_24.jpg</td>\n",
       "      <td>198183</td>\n",
       "      <td>{}</td>\n",
       "      <td>20</td>\n",
       "      <td>11</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [248, 247,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>522</th>\n",
       "      <td>_MG_8993_24.jpg</td>\n",
       "      <td>198183</td>\n",
       "      <td>{}</td>\n",
       "      <td>20</td>\n",
       "      <td>12</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [359, 358,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>523</th>\n",
       "      <td>_MG_8993_24.jpg</td>\n",
       "      <td>198183</td>\n",
       "      <td>{}</td>\n",
       "      <td>20</td>\n",
       "      <td>13</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [459, 458,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>524</th>\n",
       "      <td>_MG_8993_24.jpg</td>\n",
       "      <td>198183</td>\n",
       "      <td>{}</td>\n",
       "      <td>20</td>\n",
       "      <td>14</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [582, 581,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>525</th>\n",
       "      <td>_MG_8993_24.jpg</td>\n",
       "      <td>198183</td>\n",
       "      <td>{}</td>\n",
       "      <td>20</td>\n",
       "      <td>15</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [480, 479,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>526</th>\n",
       "      <td>_MG_8993_24.jpg</td>\n",
       "      <td>198183</td>\n",
       "      <td>{}</td>\n",
       "      <td>20</td>\n",
       "      <td>16</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [486, 485,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>527</th>\n",
       "      <td>_MG_8993_24.jpg</td>\n",
       "      <td>198183</td>\n",
       "      <td>{}</td>\n",
       "      <td>20</td>\n",
       "      <td>17</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [180, 179,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>528</th>\n",
       "      <td>_MG_8993_24.jpg</td>\n",
       "      <td>198183</td>\n",
       "      <td>{}</td>\n",
       "      <td>20</td>\n",
       "      <td>18</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [217, 217,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>529</th>\n",
       "      <td>_MG_8993_24.jpg</td>\n",
       "      <td>198183</td>\n",
       "      <td>{}</td>\n",
       "      <td>20</td>\n",
       "      <td>19</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [877, 876,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>530</th>\n",
       "      <td>_MG_9000_05.jpg</td>\n",
       "      <td>161135</td>\n",
       "      <td>{}</td>\n",
       "      <td>16</td>\n",
       "      <td>0</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [456, 455,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>531</th>\n",
       "      <td>_MG_9000_05.jpg</td>\n",
       "      <td>161135</td>\n",
       "      <td>{}</td>\n",
       "      <td>16</td>\n",
       "      <td>1</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [665, 664,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>532</th>\n",
       "      <td>_MG_9000_05.jpg</td>\n",
       "      <td>161135</td>\n",
       "      <td>{}</td>\n",
       "      <td>16</td>\n",
       "      <td>2</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [764, 763,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>533</th>\n",
       "      <td>_MG_9000_05.jpg</td>\n",
       "      <td>161135</td>\n",
       "      <td>{}</td>\n",
       "      <td>16</td>\n",
       "      <td>3</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [827, 826,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>534</th>\n",
       "      <td>_MG_9000_05.jpg</td>\n",
       "      <td>161135</td>\n",
       "      <td>{}</td>\n",
       "      <td>16</td>\n",
       "      <td>4</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [1023, 102...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>535</th>\n",
       "      <td>_MG_9000_05.jpg</td>\n",
       "      <td>161135</td>\n",
       "      <td>{}</td>\n",
       "      <td>16</td>\n",
       "      <td>5</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [1023, 102...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>536</th>\n",
       "      <td>_MG_9000_05.jpg</td>\n",
       "      <td>161135</td>\n",
       "      <td>{}</td>\n",
       "      <td>16</td>\n",
       "      <td>6</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [894, 893,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>537</th>\n",
       "      <td>_MG_9000_05.jpg</td>\n",
       "      <td>161135</td>\n",
       "      <td>{}</td>\n",
       "      <td>16</td>\n",
       "      <td>7</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [982, 981,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>538</th>\n",
       "      <td>_MG_9000_05.jpg</td>\n",
       "      <td>161135</td>\n",
       "      <td>{}</td>\n",
       "      <td>16</td>\n",
       "      <td>8</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [721, 720,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>539</th>\n",
       "      <td>_MG_9000_05.jpg</td>\n",
       "      <td>161135</td>\n",
       "      <td>{}</td>\n",
       "      <td>16</td>\n",
       "      <td>9</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [513, 512,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>540</th>\n",
       "      <td>_MG_9000_05.jpg</td>\n",
       "      <td>161135</td>\n",
       "      <td>{}</td>\n",
       "      <td>16</td>\n",
       "      <td>10</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [83, 82, 8...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>541</th>\n",
       "      <td>_MG_9000_05.jpg</td>\n",
       "      <td>161135</td>\n",
       "      <td>{}</td>\n",
       "      <td>16</td>\n",
       "      <td>11</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [112, 111,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>542</th>\n",
       "      <td>_MG_9000_05.jpg</td>\n",
       "      <td>161135</td>\n",
       "      <td>{}</td>\n",
       "      <td>16</td>\n",
       "      <td>12</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [480, 479,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>543</th>\n",
       "      <td>_MG_9000_05.jpg</td>\n",
       "      <td>161135</td>\n",
       "      <td>{}</td>\n",
       "      <td>16</td>\n",
       "      <td>13</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [144, 143,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>544</th>\n",
       "      <td>_MG_9000_05.jpg</td>\n",
       "      <td>161135</td>\n",
       "      <td>{}</td>\n",
       "      <td>16</td>\n",
       "      <td>14</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [357, 356,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>545</th>\n",
       "      <td>_MG_9000_05.jpg</td>\n",
       "      <td>161135</td>\n",
       "      <td>{}</td>\n",
       "      <td>16</td>\n",
       "      <td>15</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [1023, 102...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>546</th>\n",
       "      <td>_MG_9000_10.jpg</td>\n",
       "      <td>170347</td>\n",
       "      <td>{}</td>\n",
       "      <td>5</td>\n",
       "      <td>0</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [714, 713,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>547</th>\n",
       "      <td>_MG_9000_10.jpg</td>\n",
       "      <td>170347</td>\n",
       "      <td>{}</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [163, 162,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>548</th>\n",
       "      <td>_MG_9000_10.jpg</td>\n",
       "      <td>170347</td>\n",
       "      <td>{}</td>\n",
       "      <td>5</td>\n",
       "      <td>2</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [89, 88, 8...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>549</th>\n",
       "      <td>_MG_9000_10.jpg</td>\n",
       "      <td>170347</td>\n",
       "      <td>{}</td>\n",
       "      <td>5</td>\n",
       "      <td>3</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [562, 561,...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>550</th>\n",
       "      <td>_MG_9000_10.jpg</td>\n",
       "      <td>170347</td>\n",
       "      <td>{}</td>\n",
       "      <td>5</td>\n",
       "      <td>4</td>\n",
       "      <td>{'name': 'polygon', 'all_points_x': [1012, 101...</td>\n",
       "      <td>{}</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>551 rows × 7 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "            filename file_size file_attributes region_count region_id  \\\n",
       "0    _MG_3004_06.jpg    199852              {}            2         0   \n",
       "1    _MG_3004_06.jpg    199852              {}            2         1   \n",
       "2    _MG_3004_11.jpg    171796              {}            6         0   \n",
       "3    _MG_3004_11.jpg    171796              {}            6         1   \n",
       "4    _MG_3004_11.jpg    171796              {}            6         2   \n",
       "5    _MG_3004_11.jpg    171796              {}            6         3   \n",
       "6    _MG_3004_11.jpg    171796              {}            6         4   \n",
       "7    _MG_3004_11.jpg    171796              {}            6         5   \n",
       "8    _MG_3004_16.jpg    154942              {}           10         0   \n",
       "9    _MG_3004_16.jpg    154942              {}           10         1   \n",
       "10   _MG_3004_16.jpg    154942              {}           10         2   \n",
       "11   _MG_3004_16.jpg    154942              {}           10         3   \n",
       "12   _MG_3004_16.jpg    154942              {}           10         4   \n",
       "13   _MG_3004_16.jpg    154942              {}           10         5   \n",
       "14   _MG_3004_16.jpg    154942              {}           10         6   \n",
       "15   _MG_3004_16.jpg    154942              {}           10         7   \n",
       "16   _MG_3004_16.jpg    154942              {}           10         8   \n",
       "17   _MG_3004_16.jpg    154942              {}           10         9   \n",
       "18   _MG_3004_21.jpg    132854              {}            5         0   \n",
       "19   _MG_3004_21.jpg    132854              {}            5         1   \n",
       "20   _MG_3004_21.jpg    132854              {}            5         2   \n",
       "21   _MG_3004_21.jpg    132854              {}            5         3   \n",
       "22   _MG_3004_21.jpg    132854              {}            5         4   \n",
       "23   _MG_3017_02.jpg    154892              {}            4         0   \n",
       "24   _MG_3017_02.jpg    154892              {}            4         1   \n",
       "25   _MG_3017_02.jpg    154892              {}            4         2   \n",
       "26   _MG_3017_02.jpg    154892              {}            4         3   \n",
       "27   _MG_3017_07.jpg    152929              {}            8         0   \n",
       "28   _MG_3017_07.jpg    152929              {}            8         1   \n",
       "29   _MG_3017_07.jpg    152929              {}            8         2   \n",
       "..               ...       ...             ...          ...       ...   \n",
       "521  _MG_8993_24.jpg    198183              {}           20        11   \n",
       "522  _MG_8993_24.jpg    198183              {}           20        12   \n",
       "523  _MG_8993_24.jpg    198183              {}           20        13   \n",
       "524  _MG_8993_24.jpg    198183              {}           20        14   \n",
       "525  _MG_8993_24.jpg    198183              {}           20        15   \n",
       "526  _MG_8993_24.jpg    198183              {}           20        16   \n",
       "527  _MG_8993_24.jpg    198183              {}           20        17   \n",
       "528  _MG_8993_24.jpg    198183              {}           20        18   \n",
       "529  _MG_8993_24.jpg    198183              {}           20        19   \n",
       "530  _MG_9000_05.jpg    161135              {}           16         0   \n",
       "531  _MG_9000_05.jpg    161135              {}           16         1   \n",
       "532  _MG_9000_05.jpg    161135              {}           16         2   \n",
       "533  _MG_9000_05.jpg    161135              {}           16         3   \n",
       "534  _MG_9000_05.jpg    161135              {}           16         4   \n",
       "535  _MG_9000_05.jpg    161135              {}           16         5   \n",
       "536  _MG_9000_05.jpg    161135              {}           16         6   \n",
       "537  _MG_9000_05.jpg    161135              {}           16         7   \n",
       "538  _MG_9000_05.jpg    161135              {}           16         8   \n",
       "539  _MG_9000_05.jpg    161135              {}           16         9   \n",
       "540  _MG_9000_05.jpg    161135              {}           16        10   \n",
       "541  _MG_9000_05.jpg    161135              {}           16        11   \n",
       "542  _MG_9000_05.jpg    161135              {}           16        12   \n",
       "543  _MG_9000_05.jpg    161135              {}           16        13   \n",
       "544  _MG_9000_05.jpg    161135              {}           16        14   \n",
       "545  _MG_9000_05.jpg    161135              {}           16        15   \n",
       "546  _MG_9000_10.jpg    170347              {}            5         0   \n",
       "547  _MG_9000_10.jpg    170347              {}            5         1   \n",
       "548  _MG_9000_10.jpg    170347              {}            5         2   \n",
       "549  _MG_9000_10.jpg    170347              {}            5         3   \n",
       "550  _MG_9000_10.jpg    170347              {}            5         4   \n",
       "\n",
       "                               region_shape_attributes region_attributes  \n",
       "0    {'name': 'polygon', 'all_points_x': [274, 273,...                {}  \n",
       "1    {'name': 'polygon', 'all_points_x': [855, 854,...                {}  \n",
       "2    {'name': 'polygon', 'all_points_x': [540, 540,...                {}  \n",
       "3    {'name': 'polygon', 'all_points_x': [571, 570,...                {}  \n",
       "4    {'name': 'polygon', 'all_points_x': [468, 467,...                {}  \n",
       "5    {'name': 'polygon', 'all_points_x': [156, 155,...                {}  \n",
       "6    {'name': 'polygon', 'all_points_x': [278, 277,...                {}  \n",
       "7    {'name': 'polygon', 'all_points_x': [178, 177,...                {}  \n",
       "8    {'name': 'polygon', 'all_points_x': [176, 176,...                {}  \n",
       "9    {'name': 'polygon', 'all_points_x': [243, 242,...                {}  \n",
       "10   {'name': 'polygon', 'all_points_x': [532, 531,...                {}  \n",
       "11   {'name': 'polygon', 'all_points_x': [885, 884,...                {}  \n",
       "12   {'name': 'polygon', 'all_points_x': [984, 983,...                {}  \n",
       "13   {'name': 'polygon', 'all_points_x': [943, 942,...                {}  \n",
       "14   {'name': 'polygon', 'all_points_x': [516, 515,...                {}  \n",
       "15   {'name': 'polygon', 'all_points_x': [132, 131,...                {}  \n",
       "16   {'name': 'polygon', 'all_points_x': [132, 131,...                {}  \n",
       "17   {'name': 'polygon', 'all_points_x': [79, 78, 7...                {}  \n",
       "18   {'name': 'polygon', 'all_points_x': [406, 405,...                {}  \n",
       "19   {'name': 'polygon', 'all_points_x': [648, 647,...                {}  \n",
       "20   {'name': 'polygon', 'all_points_x': [964, 963,...                {}  \n",
       "21   {'name': 'polygon', 'all_points_x': [1022, 102...                {}  \n",
       "22   {'name': 'polygon', 'all_points_x': [313, 312,...                {}  \n",
       "23   {'name': 'polygon', 'all_points_x': [328, 327,...                {}  \n",
       "24   {'name': 'polygon', 'all_points_x': [208, 208,...                {}  \n",
       "25   {'name': 'polygon', 'all_points_x': [267, 266,...                {}  \n",
       "26   {'name': 'polygon', 'all_points_x': [325, 324,...                {}  \n",
       "27   {'name': 'polygon', 'all_points_x': [409, 408,...                {}  \n",
       "28   {'name': 'polygon', 'all_points_x': [469, 468,...                {}  \n",
       "29   {'name': 'polygon', 'all_points_x': [1023, 102...                {}  \n",
       "..                                                 ...               ...  \n",
       "521  {'name': 'polygon', 'all_points_x': [248, 247,...                {}  \n",
       "522  {'name': 'polygon', 'all_points_x': [359, 358,...                {}  \n",
       "523  {'name': 'polygon', 'all_points_x': [459, 458,...                {}  \n",
       "524  {'name': 'polygon', 'all_points_x': [582, 581,...                {}  \n",
       "525  {'name': 'polygon', 'all_points_x': [480, 479,...                {}  \n",
       "526  {'name': 'polygon', 'all_points_x': [486, 485,...                {}  \n",
       "527  {'name': 'polygon', 'all_points_x': [180, 179,...                {}  \n",
       "528  {'name': 'polygon', 'all_points_x': [217, 217,...                {}  \n",
       "529  {'name': 'polygon', 'all_points_x': [877, 876,...                {}  \n",
       "530  {'name': 'polygon', 'all_points_x': [456, 455,...                {}  \n",
       "531  {'name': 'polygon', 'all_points_x': [665, 664,...                {}  \n",
       "532  {'name': 'polygon', 'all_points_x': [764, 763,...                {}  \n",
       "533  {'name': 'polygon', 'all_points_x': [827, 826,...                {}  \n",
       "534  {'name': 'polygon', 'all_points_x': [1023, 102...                {}  \n",
       "535  {'name': 'polygon', 'all_points_x': [1023, 102...                {}  \n",
       "536  {'name': 'polygon', 'all_points_x': [894, 893,...                {}  \n",
       "537  {'name': 'polygon', 'all_points_x': [982, 981,...                {}  \n",
       "538  {'name': 'polygon', 'all_points_x': [721, 720,...                {}  \n",
       "539  {'name': 'polygon', 'all_points_x': [513, 512,...                {}  \n",
       "540  {'name': 'polygon', 'all_points_x': [83, 82, 8...                {}  \n",
       "541  {'name': 'polygon', 'all_points_x': [112, 111,...                {}  \n",
       "542  {'name': 'polygon', 'all_points_x': [480, 479,...                {}  \n",
       "543  {'name': 'polygon', 'all_points_x': [144, 143,...                {}  \n",
       "544  {'name': 'polygon', 'all_points_x': [357, 356,...                {}  \n",
       "545  {'name': 'polygon', 'all_points_x': [1023, 102...                {}  \n",
       "546  {'name': 'polygon', 'all_points_x': [714, 713,...                {}  \n",
       "547  {'name': 'polygon', 'all_points_x': [163, 162,...                {}  \n",
       "548  {'name': 'polygon', 'all_points_x': [89, 88, 8...                {}  \n",
       "549  {'name': 'polygon', 'all_points_x': [562, 561,...                {}  \n",
       "550  {'name': 'polygon', 'all_points_x': [1012, 101...                {}  \n",
       "\n",
       "[551 rows x 7 columns]"
      ]
     },
     "execution_count": 115,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## ROUGH SPACE"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "one[\"filename\"] #filename\n",
    "one[\"size\"] #file_size\n",
    "len(one[\"regions\"])#region_count\n",
    "one[\"regions\"][0][\"region_attributes\"] #region_attributes\n",
    "one[\"regions\"][0][\"shape_attributes\"][\"cx\"]#xc\n",
    "one[\"regions\"][0][\"shape_attributes\"][\"cy\"]#yc\n",
    "one[\"regions\"][0][\"shape_attributes\"][\"r\"]#radius\n",
    "{}#file_attributes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 68,
   "metadata": {},
   "outputs": [],
   "source": [
    "with open(\"via_project_fuji.json\",\"r\") as f:\n",
    "    data = f.read()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 70,
   "metadata": {},
   "outputs": [],
   "source": [
    "data = json.loads(data)\n",
    "annotations = list(data.values())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 88,
   "metadata": {},
   "outputs": [],
   "source": [
    "x = annotations[2][\"regions\"][0][\"shape_attributes\"][\"all_points_x\"]\n",
    "y = annotations[2][\"regions\"][0][\"shape_attributes\"][\"all_points_y\"]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 89,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7f230243ecf8>"
      ]
     },
     "execution_count": 89,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "image = cv.imread(annotations[2][\"filename\"])\n",
    "plt.imshow(image)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 90,
   "metadata": {},
   "outputs": [],
   "source": [
    "pts = []\n",
    "for i,j in zip(x,y):\n",
    "    pts.append([i,j])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 91,
   "metadata": {},
   "outputs": [],
   "source": [
    "pts = np.array(pts)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 92,
   "metadata": {},
   "outputs": [],
   "source": [
    "img = cv.polylines(image,[np.int32(pts)],isClosed=True,color=(255,0,0),thickness=10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 93,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7f2301e94240>"
      ]
     },
     "execution_count": 93,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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7CsUgIud4DNsueWcQqQ1z0rGL+cLSfWk2q4jsgPqmaoJCJ2Gxk54N7/H6o/fx+B/vJL9phK3L1rPxmdehq4vxiSSZVIJUXS05IB+PEzU3sq5U4De330LnUBeDpRwlx+bWW/5C0lIZM6oeoZqfWJY/bbflf4W/jx2EOwXEDXxkKEFKdNNES1vEqOLw/Y9l9bK1NKUNrrziJ6QzIe0trWSmtiGFiqEYdPf2ktTrOGrhIhRFIQqCih0gBSgSzRAcdcxRFJQUiBqm7/MBY8dO3mWWf/j74XsFxV722yPDkkX/wckX/JyV762DhM8+e87l4c5+nnrvKvYeO5ojFh9JGIZIKfGCPDHNpKvoMZKpZyQUZCKVQIZYw2XOOPp4tGIRW3jEVZ0oioiiiHzPIOVCGWH76JqGHUWEYYhhGJimiRAC3/dRNJdtnduwXYdQWAwND+NJhdAPyIRF9t7rAK66/Xa6HcGjl11EkzLCWccsRNV9Htjcx0W/vI758/Zk+oHfRzS1EOtoJdRCpFFClxGRI8i2TqG/Zzu6WkJG3j8MHu/08Hb9pwgIFNi2rZtVO/owWhuJLZjFGTdcy/7TpzFu1ixWbVrOdU+sZHV1BxtWbER78U3Gto3ic4sPpDiygQPntRJEcbo6u1i1YwtaqQvF0xjS2/nAKtK830I6LI+i6xPEVP784CNMHrsnkTTwRkbwCiWq2hQKThHUNEqmlgt+eTnTZs3jzJ9cxJiaGuaPnYQZVzl0yT5c3zvMOlVQGx9NQxBSHfd5aIuH3r+eRsMkFlb6gaqbEFZiZr6MKrNTUhJ+LC5WtIsolooiTVRhYCkahmEghKBclnhqwHDYi1TjnPDlk/jbgw/QMXYcoZqmELi88vYHrO1NMeWAQ9i7JUNucCPPP/UkvVu3MrB9O7JcQE8lae0YRxhPUCgUkFYS14dnNm8iXlOHXyxhmBb3PHwfBx50KKt3dH9y+fwsLwakx2OyYUoHURShqcYuC8D3faKo4kooioJQQxZ3dPDXG2/CtovoSFzXRdM0Vr67js9/6xzCdIxMKkWhf4A5i/bg3BO/wNSpo9EEGApEvoav+BhqyCGHf47NkYHrS5oocPftN9OYqSNUTIKIndPGKjKKIAqIUHBcD03GueT2O3hp20ZK5QEWLd6TIPRpS9VTY+c4euFiwihg9Yb3ueTqa8hMm0vrnHmUPBMRCCaZJodNnYJTyKEbIQiJjCo2Ucm2Wf7+Ct5Z30ftuCl09/SQrKrGNE2qqqrQ1EpMJltVR1VdmrvvuRUjriNiaQ7f/xA6d/SSK9hMbmmiynWwtQRqIFCcbm6/9880z5tBvqWNYl5y1IFH89ZDLzFn+jRqMjFMIWlrqGXHqnfRRYjW2MTYGdNImCZvPPEUoV0kpWnopkbJc1EUBVVViaRPIpEAqRL4kp7+bh576kkyLRP52z0PctypJ3LnQw8xefYC3nrxKX70/e+RHTuRlT07GHBdhkt5grJN/47tbFv5Hrde8StSfoJSoUA6FSccGUDxoGQ2sV7GGIqVMPVBspZFqKn0jRTJh4K7b7qbtuoGJraMpqGphbsfv4kocghdgSTEyfXy+n2Pcdb5l7Ft+TtEAwN89RtfY1L7WHKe4M1NH7BsyzssXrQ3Y7L1OGUfZ3iAg0eNJQ6oWmWQC8PK7JYqBJ7QkKqGG0kg4qU3X6ErP0Tn9i185/TvksnUE1M1Is9BiJCyb+NXpSmbMXKFPPVWkpMOOITuQj+vLX+DhB7jrscexI3gLzf9idpsloFcruLSK6IyvRyxKzg7NDSEmUzQNnUSTugyWCqSSWaY0NrGsmefIV/o5bwLfopZPZbvz1nwidyWz7TlARLP8zAMg3K5vKtTKoqCZcVxdvI/BAGvvvEGa9evY7C3G0Xo+L6PHwWkEzXcdMOfOflb5xBYOp4v6eofwld0XnhrBUKGaLoKQUTCdzjvkkvoVgxCFPRUjFhjCw899SR7zZlP2Q4pliSqYqDqKoEXoOk+UtEIQxVhGhy732J67y/zli/Y3jvEpJZ6uoMiRVXnmoce5Zj99uO3f3qYfPU4+nyF6oJHpBpMydRyzJzZ+CPDmMkMYeSjKAJD11FVFTXu88Ibt+EZNQQDI5jxNJZl4bou5XKZRNzENC1UVaW7axu6paMrKiIs886bz5Ft7CBbW8fA0DBzJnUgLJ2kbuEE9dSvWcgOP8XoZDVzx7bRZGnk+7aS68uwx6wDWfbm60ycPI6Jey6iu6uHxkkt2EgC1yXd1ESVqpLSNaQqyQ2P4HkeQRAQyRDPD1BVgZWwyIpRjPgxtvYMM3bqAtZvGiSSMRYsWEBbY5bB/gHmL15I86g6hkpleosOa7Z3EUtl0eMZzjr/VzzwhyvxugI2bOlm/7kT2bCpl2EtgRdP4joDNBgGSdWgLF2qEzruSJEzTzkczYmoSTdw/8NP0lfQsKRFNhWhqBrSjWNqOkcdsITv3XwHXzntNJxIJV+2cbyAeZPbeeSlB3n84Sf4+pe/gmbpZFqbCTSVsm2jC4XQ9xEoKELDBmxNZ0ehgJaqYnRDIxP2S/DinXcyc99jGD17foWvYSisWL6cWMxk5eYNiJhC0+gWFNXg298+D5mM8/iDz/LYu6/xwGOPMlQu4YcSUZViqFhA1ytWqaqoRFISSfB9H13Xqamro1zIs+WJpwl0GL/3fN559mm2OB4xoaAocN5pZ3Dd/Y98YulUL7jggn+ZqP+rcfEll1yQqMtWuAq6SRiGRDtN9YqfLSsCFBokUlliVoppU2ajx6qxklnUWAqhxrAMjS+feCyF4Tw7Nm2jv5DjrC+cjJWqoW7iZJ5eu4Gpk8fy0Isvsnz7IMOBAVIiIsgHCms6+7nvkccp5IeYNL2dxpYqsvUJktUGYRTw7jsrWbRoP2LxFElDYZ+5e6K7Km8vX89rK99hSvtYhgKPdE2WPfeYz2PPPM1wPk9DYxOeopDV4IwDDiTKD4ASELMsTN1EVVRCGWHbNpZlcceDD5OqqcMnxLI0PD8gnU6jKAq6rpJIJLDLDu+t/oDhooKixLGEjmkkEUKntrqGqoROc8KiHPp4ZZso8Jk2eQKzxo5jSnU97UIj6ZapzabIF/rp6etie38Xgzt6mTR5IiJuYWaThJ4HkSRdlWG4q5tSPo/jObtIaoZhICNBPJbENE0ymSQ/Ou+79PT2o2VMlMZGCnaEG8DGdat598WXqUrWk0pVETdVOrJZmpIxmmpTjGmoZVzbGFpqmsjE45R6BqhpqMaMxXDVNFF9PZ3FbrIJlWo9wo8U8CMSZgxDCAquQzwRo6tzIzW1ab79pa+BY9I5uJV0QkVGglMOP5YTjj+BI444mshKMXPKWJrqsqzb2EkoNLqGhonpFqNHj0JPmIgoYu7ESYy4Nj1BnvZZ0/H1ODKZptP36A4l63M5orgKoeTBZ59DJuJ858tfwinn2Na1GTNp8MwrL1Ld1ErXoM2frr+KhZPHccMVV2GXI+LjxvLu1nU8/+brDLkBvuOieBLftlGDEKGpEEmCMAAhCNgZrKXiLqmqRSRVooJDWCjibB8gphiEkUSXgljMYtToGl576PnuCy644Pr/rXx+pi2PCAVPxInUCD8K0fU4UspK8FGoJFXwvBDLMEGWueqG35OtH8We48cSS1q4ToDQ4ui6joh8jj5qKQ88eB/XX3ktduBQUxMjtLfy/B2/5ebrEzsDswJTl4hIRwoFU9UZcn2URDXPbB3k6StvQyCRgQOhi1cIufgH5zKSD7CDCidD18scuXgu7aPbOP/GW3ln7UbaJ7TQVyhxxW1/YVgJ8QVYmgZRkR2bhpBCoawmMBWVMiCEgtAFkQyJxXSydTUIXcGIxwkVjXLZJpPVcZw8SStGcWQYpAJqhjdXFcnZgllTxzM03Ic6pLH3zCq8wGZBRzvp+hbqNYmheEipESKJQjAiQS4MqMNh85ZlnHbiifzbDy+jafQMqud3kNcjFF2SK+R38ReiMGLM6BY0JJEm0SJJWdXBl4QRpGNgCo8LfnYRzeOnEG7u57XXXuPz353PS6+tYM4BS3j60WcwywFnnHk8m7b0YHkO27aup6rKoqOhHicu6JY5tFqHde++waoVKzj28GN5o7+Xmto29HSCastDygK2NBAiQJo65cBHVzQyqRSaolCuTtDmQTrazGXfOpTFZz6NjLVx2tHTCUVEXWM7O/p62bO1mWLepmTGeOrpJzj2iyez/6L9iesKDZkMOcUj75a56/3lvPrS62zc+C77TJvJkr0PZtD1SdXVYpcdXD3G2s29MMqioXk0S6dNZf2G99nctwURqhx5xIE89uBL5Eb68EbWU59O86tf/YGegRwTlyxgR7lIT9cWYgjSpokdSRy3hKVqKBpokcSjwjcKPA9V0Srui6pUYi2aJNtUQ9EQ+I6HpuuEMiCUEUKqqJ7KzZf+8RPL52daeRimRk19AsdxUNUk4U5ilqqqBAIgQ0Ccsg05W6O6yeegEz6HN9zLsmXLqK9pYVTcRNd1gtBj5sQxxFWPRQsmcP+dN3PZFb/Camin04mT0qNdgUmEIJQhICi5LooqKpXuB1iGQdm20RSBlArC0lFMlUxtjKyMAaAIjUAGLJraxjVnfYWzb/wtE8a2EARFjNDHydsINPKFElpokhQBzbUJylpA4EcEAoSUCAGhVAh9h1K+l4aGBnRdR1V1AhliF1zMZArbDijpKa774x1kMqMh0gilx9vrXsZMakjTZHBbke9MO5pyOaAlv4lI6uSkhR6FSAUkIT4myUSR86+7Bat9Nr1//AtXf++bPLBmJQ311ThOkVTMoDmRxvNDfEXQnx9mIFciGxN4/d1EahxkgKkLLHykZ3D2Jb/mzbXdjJqzkDdXv8L1v7uaM393OVf95lrioc7+48bz3D138sZLr7JjqJdfX/4wNZlmvnLKd/Bf72LDunW8v3IDupVi5dplZOuq8dX7mTp1KrF0iqZEAyLv4ksNL1DQVZWElPihRNF0ir5HFIakzDj5Qo6VWzpRZYZpY6Zx3BeOZHx9Arfsst+i+bSOqsEveygEKIbgoIP2x7AUlKLH0sOOYMWaFTz2xOO0j+kglk5hNdUysCbJK6u3s7HnrwQiJPRdjjrsSKbWV+Nl0iyaPZa+UUmGcgOkEy2sfPllXnz5Xi7+4cXcd/eDrNu6kVxPL5Hn0O8U6Zg/lfXbtmLpBhlNo1QqosViCM8jG0/g+nmEohBJWaGtUglKawqoQhAGIaqmEkURfhSRyFZTHhxGaioiCnaV/3A6+ZPiM608At+nkBupkLGUimALIfClJJBVOIHKqV8/jWOOORhLV7j6t7/nsBNP5htfPp69587CChRiIkDKAFVV0JUICPjaD37A1h3rcBpnUgo8qk0H11d23T8MQxCCWCqJ5weEnouUEt2ysEtFolDiKSqhFOihigxABC7BzvyD4MMIu++zaEYHM6rq0AOdDR+sYfsHm0nGaikENoGqkFJiWIUcxb4BVDXEUDRUATKMQIKmCIShsr1rO7quY9s2WkwhXZUm9D0GnRxmQx1PvfkcZm1EPv8Bwo9QDY9kIomnSiQGm/u3UzIWMlQwWO9De1MzwvFBiQh9F91UCGTIzXfeywZPcvqSQ8n2bKWEjTA1hopFHEdHVWvoKw1VOh8SDUFNJo1vRRz1+dN47v4H8VyH1zas5t2175MbzmOMbWdG+0xsQ+fY04/npbdfozZVS3O2hufve4QvHHYsP7/yWk7/6U/52VWXkk9NpHf1crTuFZx67HHIA+chpYaimPzt4Vf55TU38Poza8iks2Sqq0mPyjKqqQ5fhhBEuHYZU+i4rosfhYRSYEqFDWs3sHDGLPrWLaNX1/jBqUeyZaCPbXmPmZOm8/47b9PWeBCTxnWgqwoPPvEghx9wCL2OjUFEX+8O3t+8kZYx43CFylBvHwQuRy49iD9d/wdS82bj+g6eCPnTXX8lYeiIUpHfjxQY297O3ov35dgj9sJUI3RfsqVzPYct/TLDtz9JwdIoMkx96yjWDQyQUBVEsYyvKOhRhKYGBI6HZ7tIzyfaOXlgGAa2bVe4M36FVqCoaoX0KCASYIcBZipJICWmELvSBBRF+acpFv8TfKaVh4wkpqJXpkV3asxlLe8dAAAgAElEQVTA92mor6fPcbjssvOYMKkVu+s9nN5evnHEXPInHcGl536fpbPn0KhFuEYMRUSEhJS9ItnmJpZt7MZVUuAPIrUUThgnCkuV4NOHU7ACIiSu7ZCKWTiOg10skYjFkIokEjrSE/zsRxeyZM4k9KiEp9oYullpECmITAtphdx97W/4/Hk/JhtroKc0wEknfJErbr8By0jiDpW541eXw8gQrvBRpUCNlF1ZQBJBpMC9f70TXbOwgxBTU8gNDWKaYCdN3tiyilzRw/Qd0lGeSBGYRLhbhpF6DNM00eMWP7nwAu696o905Uwa4k1Ux/JI32b79m42bd9AqirNS1uLzDvqeOx8L/mkwhMb1zBx+l74hkZaT6CoJs1JFVWFOBD6AblCPxP3X8xe++2LjKn84a772Kir9FpZ3lj9DjGhIF2oqtKIE3Hg0uN44NwLePqJZ5k2bjz5kW7+/cdfZVPXCg47agmZR+5jUyccdeThOHaeMIyQmoIUkpOOGs+hS67hmK9+l/vuewRFlTSPbaUqluKxh++lKplkjz32wC65JJNJeot58EJMzWDimA4u/c1VZKrr2dCc4z9n7sMeDRmmTp/G8tfepr9zG86wz/uDK/HCYd577z1a6kdxx+OP8NTDD7BjcABPKshIIRQ+SVUyc8JEBjs7OWTRLLR4Fa++tpm0phNENjWtjZTMJLHaJH1ln3sefYJNW9Zx1wO3kBQZUrVN/ODHp1K2BwkCC4lGR90kahUbtxxhqhplz8OQUCwNAR9Lb1AUyrZN3DAwDANVVbHzJUQkCIIAUwhCUeFG6bpOoAhUQwfP/ZfJ52daeRBFlAYHSNdkCYOgEsGPInq7u9neO8DmzZvQlZDRAUxsaiPUYnxQynH9by/n/ttu5fNfOoLVnSt5ccVbCMXgnpvuJlJ1Is1Hln0kOngOEjBVFdcPiBQBikJtXR25XI6EKrDLxUqWqq4TEuGGlenIn/3sVxw0ZwJ6eRihgxJqBKGPEAIvDNg4OICrmjz30O+48Otncd0td/K7J+6iLi548cVHSEqLq3/9U7xcb6UDBEqFuCkqrhlAKEJSms6azk0kW6agiIBiYRjdNPFRWPH2MvIiQCuXEOUyqhAoAjw/RKCh+T6h5xGUiiSTSU445Uj+dsuttLS0YIcxTjjtm3ywcRNqPEZVzOKgE0+ipcogDBw2r93IUYcdwYnnfJcbLv8FtQmNmBYSFm38mImKxk+u/jVbB7azx5IlbNnayT5n/Rt1He2QTuJrZTrGj6fQN4SdK+LkfaxMhqeee5Pjlh5BSg2YP28O7y5fRmPKIFGX5q17HmDz8mU8/rdb0ESIqoAQKlJCFKm8vnoDNa11XPX7S9nv8HO5+cr7CJJJlr3/JqWihx7P8MDTb/KTb55NzNNJ2SpT20cRuDabNncSr2sj1VjD/KVL8EOHa66+DbVpDGp1NZ3FAlv6ttLe2shrL7xJTVyycOli5izZj6grhz/Qz14TRvOf5/+I7k3rydY18YxSxajaJBed9x8cccI3sOrHUjc6yaBtsmNogLimwU4uRxRF7OguYKpVGMkkIjJJJFoQago7H/LlU0/jsecfBVdihAGB72EKQRRVmKof0hSEBEWRxFQNGUr8wMfHRzU0XLfSN33PRegahqpCGOAp6q6ZykhKCEQl3SL6xzlY/xN8ppWHoigVSyCKCAPJTuecKARhZpk2cSZOfpDxHaPRSnm0MGBiugoj9Pn2N7/GEWecwpQFC3lpzTYmtE3FdhNYKY1AughcZPRRGn6IitBUXM9Dj1diF3FNx7GLCEWgqiqmaWI7RSJh0JsboW5CI912gUwYEPNcVMXCFBqudHn53TfoQ+G1tVv43jFfZELLKA6eN5N1777CCjfPt0//IhPHTUUr5GAni/ZDJilURpggCNAMj94d/YyeNZe+IReh6KhINEUQERI4ZXQitCBCRBJNCMKd8/5hGFaUHgI9ErjDOchUccrXvoWXH0LTFRLZJnQlhj/s01/yuO+2uzjyhqVc+5uruebfz6HKiuF4GtdccjVHHrg/s/ecRSJh8s7qVcSMDO/u6Gdt51ZkEBKTEcb4STiWgeeFxA0N1YzR0NrGsDnESH8PwyM+Z3/jJIaHSmSS1QgpGdPRzrsb3+bC31xAUPZJ6CGDPZux2sahGRa6hCiShLE43VLl5DPO5JknHuTCK79N0XcILbC2d5JtyTBp5hxwQ4YKNjXZLEnfxy4X2dG9jXhVAkMKLjjrTNa//RYFQ2dKVT2/PPtctqzsZNKsvVmxZZjufo/tO3TGTEzw/e+fwa8vu5zCSEBHbYYV97yFXKlQXz2eMeMmoTUl0NU0hxz1eW74683U12WZ3zyW/Y75OjRkEKqLF1SYxaHvM3/WXN54+nmmTp1GMp3g/fe2UV8/iZFiF4uXHMxDTz2MQkQQVYhmMoqQgY8ClRkUBGEod1Hc5U5CWhAECFXFMgw8zwMhkGElp1dKidQV9GQC17XRhCDa2df+b3hen2nlYVkWCoKYphMFO9mToqI9b7vzdqqsGGOr2tBsm5hlMOIFWOkUdujRXyzyxW//hL9c9yfu++WV+I7NV555mv5iDqEJJDGEdHfRugWVdHw1ZpFtbGC4tw/D9QmCACNmoesVH1pDIfQT/OQnl7F86zpeL5SYUN3E3OYstegoMsR2Hd7evIkRqjh8xnya0yn6h/rp27iWA087lR/+4rc4xRKXX7wXTmkE9WPt96FZGoYhqqry80t+gZ1pRibr0eID+LaNrmooKKxevY6yVFEVBRF5Ffr9hwoojNCEAkIhQKJSSYkPh0oosRi6VUMQRBQHQqTQaR0zju6eATpXbmB4ay+zR40DPDave4unLr0QS3PRDYUrbr6eh19+g5bWMZz+lTMYcR3GzJiDF/qYSRPhSYQe0VAVRxMavhdAWKGyM+Th+D52Kcfd9y3ny0s/R3GkyDkXno9tKJR9HU3q+FaMux98iHPP+SGBF6KrGis6N9O+3770r1ToG3TY/4D9IJbkJxf8imFXsHTJYoZGhnn3jYe58kc/JJfPk46V6R/IMWjrlCOdN954jn//6vFYuSGyukZLfROT95Gs6B8kEYfvXfQD+so5lMDk0b+9wusPv0VodiOtJEPSYse6VZz6+QV85dgluGEVH6ztZOPWTUTxiOTBR3PVr35BvCri3LNO55Qz9uf2W58mrBEUSyUMwyBlxTj/nB/R2NhIPJGiPxjmsut+xvw5C3ln+TtIwydfHMY0TdiZ4e15HoaoxCVUIAwkum5VFEMUAdGuWJvcyWA2dZ0gCAh9iZA782qUkGS2mtLwIKofAupHEwSfEJ/pBZCljECFvOMRqgGBBGk0EG/dH8O1aXNGqEnrGCLgxrtuY9mmtbyzdg19fsjynl7GT27jxpuv5dLLL6GhOuKPv7iIqFSoBPqEiiN8Ik0iRYATukSAZcYZ7B1E8QM8JFYijgxCvKCEooXE1UZGEoIvnbgv88bPYqTo82bnZjaMDJGXNlrG5A933EVOxqlG49DZM9HSFm7cZP9Tz+Tmu+7ip//+b8ya0oZn51B9gSRCkQGmIlBEhKJFpKtjPPz4PciGFjb1DVcya6MQlRhSMVBiBtWj29jrkMOYd9CRGPFmpJpCk2BoFTIdUYQlNHRVAAJF6JUYiuMSOTq6MQaraSEdi06gz2hjj0NOpH7CAmJqirO+fDyWbrKlp4fjvnEE+37zOCaffDS/e/JecrLEm50rOf3n32f/RbNpzNYwalQbdclqjj/kGEzVYiRXwCcknYhTU5VkdEc7Bx93MF8783gszWKvaQsZO7qB4aE+OkbvQU+fxR5zDseVGlILeH3jVoaHc/huge35IV5Y8T7DO4bIyIiGbBI8g6AInZtWM3lsNUqpwD1/vo2oLDjkuNP4wY9/wYnf+i5mVQpBxOBQjuXvrmfdqu08/dpyXJkl76h0FkLmzF7E8++8g+MM4Ps+oeJz+pmH8Pyrv2fimOMoKFmkDr1mlm9c+Seuu/Xn5Adfpaaqi4VTs+zfXs1lZ5/OdedeRDEf45I7H6OhqY1p06bRs6bEgjkH4o3Y/Of3v8u4tiYmdIzhvnvv5p6bbuf5155nxdqXcIJuNm36AMMwcIMCgfTxfR9TM4nQ8EOBHwqk8pHQSymRgUREAhEJ8CNCxyf0HHRFQhBAEKBEEaHroIYRaqQQRR8FSv/Z0hH/E3ymLQ8pJZqm4TgOrXWtvFuCz53wNY49aC6LagRVRkRZeKyMbEqNrawYcIg5BczSSvRUknfXrMZtznHMOd9m6de/ye/OO5/e4T6qMjHcMCART+G7LpEfUFmjDKqyWXZs3YahV4hOvu8TihDLMxhWspRjtex30B5c87dbmNjRRjyRZv36jWypq2dKVT2vLF+LqBqF7yscc9hB5PyQHfkROos2E2ZN5Y7l/dz75GUsmNlGuq4FJ5cjFo7gyQg9ppPvH2bzti7ufvAxps2cxfbhAQo5l4Y6Fy8SGBpoQqFc8mhobsNIZnADl2nT9wQZ8s5bb5NSR1ApggKBDNHQKmZqJEhoBqEw8LUkXz/7G0yc2I7rupimSXHEYfFe01i5ZRs+I9zzwKM8/NwrWPUdSENgJAS6EAwGJcxUGq+Q57qLL6R39WZ+edN19HslmgyX+pokg76BK31sVeCogkBoTB8zGru7m3xnJ+3j6ymVSgwWC8zZawGtHeMZHl5BLGNhu3GyLWneeWsFC+buiako7DVhJkFvDrW/C2WwjFAsnHgVjz65jF9d8ye+cfZ3WHrokVQ1NLDkwEMYKhboGRhgqORQkzJ47c0CMWMOqXAU06ZkaRnTzLLX38AJNdZsfYrRqsa1V9zC187/ATNaGmlUJAMjnTx693e474UXaRhTR7ymikI6y9uhwqpbbuL6cy6mZEeUPYN02mOgdyPNra2s7OshXdPA/L3mcejxhyJ1wfrVb3DW6WeSIGL7lq1UJVPUjpnEoKty/s+uZ685kxk7qgVFCBA6UehimhaEoFlxTFXF87zKei1qhUENEi+sxAEjBFoEIopQhQIyRFHUXcmYaJXrP5wUkFJWyJeG8Ynl8zOtPKIorCxs44bo9Rlu+cMl+CMjHFIncQojPL92M0+s24iZThHTa1m9egOjx0paa1opeC4trS2s6+7B9h0O/fwXuODyq6iqbiBjZRgu2fheiK5auHaJmCYoK4KSbVOVTOK5lZW3pJToukmfDNh76cEcc9IJNKUS3HL/IyzZcxETR+WZM3ocL7/+IvnaOiJN5bQzT+X2h57Cq6thWU8PvcUSTekk/mCR66+4GF9XuOeOZzn2zLOZ1d5EfXMLpmlQKJYoeZJi2cPJjGZ5VxnLiiHtSvavpZgYoYuvG/iBycKFi+kp9KNqkG8uICXMOHwBrz75LOtefBkrsAkUgYw8FKGjqCqBFmfagkUsOmhf3DDPm2tew/M8ivk8rTUJ3Mhnbvs0LLWGcTOWcHjLdIYjm+07utm+fTO+75KSIMshad0ibGjkS6efTGf3ANVt7UzaeyGDiRgFT2FUogbP80jFEtQlqkkVHTJOSEvjKBqas7gR2K7LYfvuwa23P8ATL65kIFDYb79DOPW4Y3C2rCNoaiOjKsysbSCMoFieyYCdoHnuVBqa4hx80FL2HNiXrb1b0JMJbDvAHbLBcQjDkAfuuokl+xxC16bl/PXqH1Ma2I7n6yjCx9AF7WOSZI16bvzTPdx4zZVUySKLD9iLH158Pq3tE1jZ+SqdIzZz0mmE7TOlo52V7y8njDdxxi9/TCZu01HVwJvrNqKnxrFlSHL6cd+id0cfy1a/znh3Al2DvUybNpkdm9YSeD7xSOLm8gjbZsk+c/jqMUfz2gsv8pfrrmbU6EYwDXw0CoUCilSQUYX3o+6koxfDygJPmqZhWnGSyST5nQxfTTMIhUSGPvAR9SBEIlR9p3uz06oxzf+y2NT/Fp9p5eH7EYGikkgbdNRWEUV5ZJXKNs+h6JR5p1CmefJs1m/dSDK0Of4Lx/PKW69TLhcYGRhkRk0DUU0Vj9x2K68+/wJZT0MTJvstPoCXNm2lc9Vy0kKSSSYpezZNo1rZtqMf4duo0kEng27GyHY00TPQxcFLZ3Bwx2h6untZPLONSN3ClJbJVEch65QCyzat4ISlh/Hz3/2Wutmz0RWPiWPHoG/vpaxBaGqoWi+ZyGGUsZY/rXyXSZPmsj3vo6uSIABCH9cvo4Y+wgsxpE9jSxbf9zA0CxEJ5h+4GDtTxTAm5VglYdDwiuheDj9wGL/nXEZyEZ3vf0AYjFCNTRnwpOCE006hcVQzWlzBKfgYmqTglChQZlVOwfBKlHtf4qLvX8j0ORMpuLCtp8zwlk3M23Maf3voGa559H58c4RABphtY1kXKLhGNfvts4gNXV1Iv0xDqgq/5DM620KVojCluZEdm7s44cCDeOiBZ5jeXM8Vv76WGVMmUK1K8qVBZi9axNKD9qZK9dDFEHY2xus9/w937x0kWVn2f39ODp2mpyenzTlH2CWzJEFBwYAgiCgIKqIIAuqjoqjPAwZUDIAPAqIgCCJBwrJk2GVZlo1smp3ZmZ0809O5Tz7n/aNXtOr31q/e4i/q7apT09PVXV1zaq6r7vu+vt/Pd5jxPe/ymVOOJwxtQiXPj39zPc9v386IU6Iv20c+V8Soa0LRNFqbmrHKFbKlKnIEruny9uFBZiyYyeRQNw2qSX9QoDJQRTDq2DtQwBDy/OhHX+Pe/72dH93ySzKJJN/70o1YUZU5C6Zz/uVfpX90CMNI0dKUZltYoRwGOGYLVigQ+fW0zJvJVy7/HAcOvstzr23nS5/7Ij17evH6XZ7fuB9ZyhEl4liDAbJQ5bd33sE1V99AoWc3bV0pXnvyQZKySH54jEBUEHSBeKKOqiUgRgGiICCFHkIYokg6biTguj5ypFHExQ5AzbSg6TqCEGHlxilUbBKqgSq6hEQ1Jq6q4FbLSIKMgIgkvv8W8IH2tvzgRzd/v3laB6IYYmoxdu7t4YW33uTNoQOUHIV4XYZQkGhK1pNEZqy7h/M/+ile2byLdw7sYv3b6zm8ZwexhjaWrD6TKNAZGhjEtnzkZCNmS5KJ7CQhUAmhpaUJd2KQZBQgK60UlASZpUuZtWg2Pbt3My0Tp6tZprnJICh4OPmIvpExRFXnofVPs3fLS6xYsIjuwVHe6D6AGlPobG5CDh26ElAa7OV3t/wPd/7+T2zZupd0ppVUOk0UuDi2hePYtZF0UBMBSYrM6OgokiqTTCYpliokdZND/QP09vbw4fPOQdRiuH6EEYuBIFK1QzTRYNnKRQSRg+eLTNoqk27E+V+4gs7ONEHgIIkRRFC2bMZKZUp+QGNMZscrr/L6cxv48CmrmJzsZvs7r6AGZZYuXkJQKuBWQvYcnsT1HRQpQlcFXCugq62Tj1/wMfaOT2BLEZVihfn1rcxpamdWSyty4BJVi8xuame8UKEzVsfIRC+dXR30940wc81KpsyeSkwOKZQLRJFATDeQBZGWdB3D44Pc9tCfeL6vm+5qkapu1FZjhkEinsTyfeob64mpKqamElM15nV2Mauri4weY83SxUihjSg4VP0qg+OTDE0UOWnNYpbMnc53b7iBfz7xDKpmIoRQKVZQFYVqpcxb77zDGed8FM+H7ESRQ32DiKGPGEZM6ezCrItTKlX4zW13kdKamdHWxN59BxC8kM9eeDaEMfZtOchFn/syr778NlYR7rj1v3nm2WcZHh/mkYcexQtknABEOUImQPY0bFcnnZmDLTo4fhLCKVh2M6GcwtTi1CXraWxuIl2XorGhnuZUDQ4tCwKZRJr6TAzfq4n5LNcnEmSkQCCsOEiagOPaSLKIW6z+/8/bgqhSsEQamxqwKuP86js389Lbh3ljJEeiqZ3WpEnOLtCuxFixZAZmJBB5ZS45YRVvtzTx7Obt7JzooVl2mWEO8IlLTuT1Z+9FKYmcdcYy/r55mE+e+zEeuOtepi7rZHg4S0WcTk7QWX3cCi44agWHuruZvmg6hcOHefzpZ3nutdfQI5F0LM7V113LzLYpvLtnJ5oqMpJM8oWf/w9nnP1pWutS7D10iK5Yksfuu5fxkQKanKAu3s78hXMJQpdICrHsPL5YG6/Zto0sRYRhjdGRy03WJk6KjCRJ6LqBIMnEEIiFIg/+8hecccFFzFgwl+FSiTCYRc/ebjKKhmFWWXviGk46+RQ0XUXExfcsClaRMIoYnBip6WgCn0CJUByPnjdfY/xgL0aijvO+/QvKkYapmnz2vPNxtQn27HmRk05dyQ+7LuKLN9xMoKtEYp7FU+dz7VVfYdvhfdTF02zf3cf81kZWT28npcTwbY8wgo0vv0KzmiadTlMNA26963bueeAh0omW2pQj8HHt/JFRs0AQVAkFHympsenQCMP1jUiKjKGoxCSZsueiGjqtdU20KjJR4GHKCng+qxYuIikpuKUyUsxACy0qoceQbVMo5njq6c1c8MkLSTp5wrzD+n++SDqdRqSEVbUIgwDb8jASKQwtTrFqI6GTmyzQkEwxvW0669ev5+03NvG/t/6OQ4MHkPxBmjonaEw2k4g3cdTcWfRODDBlqsJnv3giv3/oFm793Q+579d/wBCrtLbWo9QlGOkvcckFX+avjzxOtTSASg7RcPjp7T9j5sK1HLvyUs497xzOOe9sHDfg/nsfoZwbQZN9bHcCzyoxOHIIe3KYurYUiboMu7bsp61BJtZUjxRrQDJ1yvkKaHFK2SKGLCB4IQLvX6L+gV553Pabu77fsXgdplHHeKmRkp/k1HXH8Mm1M+kyDGLJOCkUZtY3IFQrRIFLtpTDUGK0pZKsXrWEMxecxvBhhyff3M3LW19l7vR5ZAeHGCwMM1kuISTrSLR2UXR0dNfjd9+7iv++/nMYTpl/Pv4XVixbRqtpUq2ro2PxUbz0/HNEVZ9HfvMUf/j1E9x01+9oaG6n91CRsWyJMFBoSSTo1Ay88TKTvRPEjRbiyQYamxuRBAciD8+1KOUmyI+N4Qa1w6vx8XF8z0aUoGpVCMMAz/WpWhaO61JnphBUFU+WkGWdmFTH/n17cHPjzO7oJLIUpta1EjdMJC9NEEmoiYBIiij5LuPlKsWKzb6DPfiCTO/hw5TdChODQwxu3c7A7j50wcDTDG67/U7i8QzHHb2aU5bPZNM/f8/dv/4tT/zpMZraHK694ce8+tIORvsOcusN32Lflk0oSZMZra309B0iJXkUJ0d5Z8cuzjj1DC695GI80qQbOli7fAmDg8Nkexw+vu500maBfNlhYnQYN7SIqj6CGLL7wB72D/cyWcjj+RGlSCKTyWBICnrMRJUV0oZJeyqDGoEpiTTGE3Q0NCFVqmRiMWzPwVNEPFHi4OAI48UygZtk3py1xK0KcxtSaLLKvu4eDvT1IBFCGCICfhQxdUYX+arNx869gHkzZzNw8F0ef+we9rzbjU/E8aeewtJls/nx3b9jGI2dfTle2baRy08+hYHDm3hm0yuMd3bw4gu7UdwkM6dk6N+1hbIlMpAd4fDIAPnBURriClNmTKG7fw+m4YGc5Ktfu5ZiwWLqjCmsW7OUZtmjQbM5evUs5s1bw9iEQHnUQVJTjBccFi5fzVg5T9uUDo5asoa+PYdobE3jBS5eWCaUBTJt7bR1djF2eIzQD5BFcIrl//+tPJqak6SmqnhCxE+/+imOnrcA0QvxAo/mOoOM7yO3Zgh9nyiq4dQatLojEQoioiIhxUv8+NK1XMXJXH7bL2hrbGB0y9sUIo2BrMKyxBSSSpaOpMhwzOf7f7yb+J8jJsYnSafb2fzGi8yfNp0YDquOO5Fdi48hu3MHTfE8N3zrbM63z2W0PMFxS5djFXwO7NuNW8pTOTyJSoAVONi2TYhIpWjh2VUc16diWXhhgCUJlPP595CIk+NZ7KqBL0BDQwOlSk0YpggmNhEJWUcIQJV1RFWiSdGp9E/yyI6/kuiYwpRpC+hoayZfLuCIOlpMp2cgh19RiYlJ7GCQdNsMLLdKfdscJvOTGEaK9tWLeLz7MVLxJKqs8Me7nyVfKJMyY9z6vd8jui7V3Fww6hDrP0K1UiIpDdNsCMyY3sFFl11D3bTVpBMiqbo4u8tZ9FQ9X7roIzz10BNEnku6uYmxfIXmZIrdua38/qfXEFQnCUoOc2SF+mQzfflJdu7qZrQ4QdgQQ2hK4NgudYpGY1ynSY/hKgG+JFL2IpbOmEMlX8CJfGa2tSF6Ps2JBJMUGS3m6Gxvp7unp+ZiVnQSksHSlcdwzx8eYd3JJ+KbDWRSMDbUjanFcItZPM/GDxycyEfUVRSrSv+2d/jHn//Ejv37MPUmBEFj5aoVrFu2hje37idSEyyetZyUlKBUGeHO9et5bVs/FecQFyxcxqrjF7HphR0Y5lRe3T7KW70Pc+KxqxnuPUBz53xGijLl/gKCncaRFEazw/iOy+GeMVYtWopn2VjI4IVEoUDaLPH5C5cShUezfXAvU6Z9gr17djJ+93a2Pfc0GydH6OyaRbbbpiS6rF53DKP5MpIYsuvAu3zzF3/kRzf9HHuyB3h/NLEPdPOIBJG+8QnEuMaDTz9Ka73J9MYOtAjK5TKiKOK4LlEU1Qo0DPE9B8+tTUqgJm1WELCBL52wmidfegnbDwhsgUcefYwppsptf/4NO3ceYrIaUM3LXHbRxbzx6is4nk1jJkVu1GfzG6/w8WNP47I1J1B34jrGRwb5+s03ccxHPoJuyhQqAf07DqHrOkEgggQVqxZ9EAQBnhtSqZQJIreGhxMEHMepRSOIteAi3/eIRMgXi4SSSLFcZt6CJbheiG6aiIqMomnYlktAhOc4SJKEYRhkzIBKPsczzzzGSSedRNe0OVhCQKQGRI6LoRhogoBsVGmOpUhENY5rKZPGDqGxvoHVx68jJvn41QJTMwqKGCGqCld9cSWVMORSqf8AACAASURBVMb4eIG29qkIBZf1T/+dnZtf5RNnncrjz6+nZMaRJqoM7DiMJulUIotpi6awas5svvXZK0CTUBWdlkyKwA9YtWg+op1HkX1cQkzdo04Q6Yo1ceq0uewf7Oet8ijvlsbwJBFHgONnz6d7YABdN7ADn0x9A8XxCUzDoKGhiaSmo8cUNE2jXWukb2SYzXt2I4sCkhhh6iKB47Fj68ts3NvLzLmLECayNGXqEaMkMaFMtlJBkEIkWcYUJXK5PAf27MePxyBdhxWGKIgsmD6Tkxct5vh5cxg9PMIJi5azasU83n7pNQ4ffofTzz+ftevW8MLTL3PPbb/mqm9+i7mXnIfrmHzxu9/h6PmL2fjKRp578kmsSoXspMvHz/4c+w8O4fsprvvOVQweypNUkviOjSIIyAIoqkIIRJGE67hEai+ZOgtNUDA1mSgI0GSDWLyRMAxJxkwKkxZvvLiBdEsDU+fM479u+jaiUuLGH3yd5/75Mq/e/ub7qs8PdPMQBZHrv3Qj3/jJTYw0tfCLB/7G18/9GHMa0piIEAYEAgQCmInYe5JdLzwCOw4CCCIkQUUWJJYaCrvefBPd1FmwcCH1eoF8pcjjf72fhvq5nLj8WL79+YuIO3kuO2Yh6zdtI1cpcuFZp/PiUSu5+46/cNH5p7Ny2SJs0cAwpnL/fU9w3OrldO/cy8LZC6lWPUJ8oiigVCi8Z3uuFmyqvkPZrhKKNaiRW6niOw6hFyDLNZ6lFx4JajIMzEScsewERjwFrkNdfQon8ClWK8zp7CDk33xQPa4j2S4dpsDrG/7JwIwe2qfOZWQ8hxuoZNpAjcaZlUkiSRaCA4EiY4mQ811kLHRGSSg6RlrGEyVKgU9QdfGjkFjFpkmRqBzaC5LE3X/5K3p6Bh87/2q+8YP/Yv6CGYwWPYQxF0nS6Wxv5cxTT0SIoOIGoCnElDhpU8PzXXJWFSVusH88x5Xf+QmXf3wd5596Yu3cwxsmmXQZHx3E1XV0y+PTJ57E7m3bySSS7/lEjlu5mm17dlOfTNGRaaRYKmBZFqO5HJPVCqquEwkCk8UyhqzwxttvkAtdAsfiy5d9CrNk0dwxlec27GbIihP4EWYygefbIIRMbW9BSca58tpvkUxleOn5l5FUhc999vM8ce9P+fB3ryY7Wubys8/g8u/ewG0vv4YimqTqV3HvH98l4m12bXkDMWnz2usvMn/ZShZ2TOXoeSleeetBOua2c/TJq9n86Etk5jaye9tuGlpidCybwdwFs1FNnUgQMRIquiQjRBGB7xE6Lp7no8gwWPJJpDP0DY3hiwl8UUNJxvG8Klg2o2GehWtP5KXXt6ImBcaGx7jp5h8Sl31uuP5avvW10/nQ7de9r/r8QDcPy6pw6spm/vG9b/L92//AcZ8/l3s2v8xVx54GGqR8iTAUiaSQ0Pfe0+mHgkIU1Yq2ZlKr4Qr9QKPOTIKmMbs5Q2FyHFXQmZ3s4r7//iamaeI741hBAJHImScso1As4nl5Tl49k5OP+QaDkzbf+91DnHT2adx04+d58tFnGM2XmRzLUWobf4+T4DgOlWIFK/AJJRHH87CKJYQowg1cXNtC8nxC2yGSNaxyhUTKJAx8IttB0w0iPySeTGLG60gk6jGUOJIkkepIQyRg2VUSpokiShQqZUzToEWRqDN08qMDPLN1B5YHX7z8CroPb2XB3FY0LNxqhGmm8VUfNXIwPJkQEGQJUZRwgJigYCLi+V4tesQUccKAUBeRfI8bv38dTz2+niBmIEoClX27sEKf9NxmPF9GFUpcffHxGEBTUxPdkxU0TaBs2/iChKmJ5ByHrsULufi6q3nijts5/7QP4XkWKd3kh39/jGjmVOJexHGLl7F3+w58WcKQFEzDQIzAKhaY1thUE0m5DnNam3l680YGrDIyCUYqE8SigBYtxs4D+ynKGp5iEmoCf9zwOGfOWsaKZStYvHwGt/+mm+aUihQahEAQ2UhGxFB2ghs+dDrFfJWmZIYf3vRjrrjycma1drJ99zu0t87GEuG0Y09hTaHAxz96Jtg+uuRi1rew6oSPMVG12PLc6wxMVLDWergVnV0HZF49uIOWZAOiEcd3R7DCJCRllq1YxLYDEwyO7qe9oYWOxiYCS0aURUpukf6xcVZMq2PdMXNJVDV2HthPLG6i19chp1uJE2BXJrAQmCyOcPWNn2fGKyt4/pEncKoC9Q0NiKLIr+58AM/90/uuzw908wg8jxu++TVWzlrAdZ+7gMdffYHkvCnsCjzqLB8jVo9i+wjRvyMgocZHEf4jLyOk5nC3qi7zZ81nbtdM3t22m7M+fDalUp7vXvtVDEUh8jwIAhRBRCTAKeUxZAkpBDsIKEYBZdnnum9fxdDgAH//633k8i6CqDJ//myKxWKN7u44FAqFmhdGVVFEFbtcRCAk8H00RcILw5riz/cJ3BBFrSHlqtUqhqxg2zaGYWDbNsm62rTF9TxCx8GMxWriq0QCU9OQEChUyjXznqjh2j5xQ2BWe5LxbJaPrsrwVCASly2iUEDUJMBDlgViklGjs4UhkvTvfwfP85CFIyDjI1JoWZZrgiM/wpQiPv7hE2hvkKkWinQ0tGIfOkS8JeDA+BCBoXP8xy7gmOUr+dglF9Lv+iRaGnABKfRRIoFAiti2bycP/ONBTlq0CMfziOk63/rFLSw492x2jo8iBSG2bRMJAtOnTGF4aIRMXZpKoUB7QyPd3d00NzaiKApPvrmJiiigxhO41YCZaoykrrFt124629qoDIXkPYfQMTDqDN7q3sWatct5o3s/2aJNZ8xAlCV8JU68vgOfKmO5UWzbZsNLz3H6MavoFEWOWrSSt9/axsBoyMH+7SxZPJuuKe1M61iDZzt4QoBDhO/ZHH/C0Tz0wj+YHB+l0XUZ2nWQn1x7HacfVeStw/s4ddkqjr7/acbtCod2bOFr13+LqVOms6illSBSObCzl0ZNJlYfI1lnoGttECyitzjGxr5hsn0HWbBgAfF4HLsa0ppMcHhcxvYMBAm62rq47+4/4AoSixfOYH/3QYLgiAlTENGOmEDfz+MD7W0JXI8scfb0jXH83OnoFZuXX3ubwVBgv+1yYGKSQBYIZe29K1J0EMUay1Go2etFWSYQBCRFZMWi+Vx/5RfZuGEDbZrKG089wZoliwlFkfDIe0NJxJdlAllDMAxCQcGSFA6WyozaBbLZwzx0z12M5zxylTJjk6MEbgUn8BnNTjA0NoobBlStEtmxIYYPHSShK1jFHJXJcbKDQ1iFIla1iuN7eI6Da9sU8/n3sANRVHNOxuNxYrFYLeSYCDOVJBAFjGQC9QjLwXVd0ul0zTgoihimTsLQUCIbNayw5c1NbN+8l9GiRjZvUXaDGvPD0JCBmG5gKCqyICCEIbIg1Ex18B5wBniP4qaqOqYokjI1+gZ70eMJxvMWsqQytKeHVQvnESkynUtOZPOuXlYcdzy7B4ZYv28L9216ilcHtuKELkEk8Oc/P4wiaFx35ZfxiHBFgb3lHAdGh8H36WpqplIqoWgake3QkWlECUJShgl+QFNTE71jIzz++isMOw6FUhXZF2hOqCQDn+u+fBVLFywkZcaY09FFZ6KOhngKMZQYKFe47tZf0jlzNsee+Ekq3nR8UQPTpGveHIJEhnM++WmiIGB0dJTpszpBKnHLjddwy3e/z9FHncDyZSswzCS272EmRWJxn4QSIfoCZgiTuSEyDa3omFAqM5w/zCVXns8XLlyJk32bRr2MHyszdekCPn7hxaQSKcKyS8/gCBPZCSbLDr09w4iKhO165EsWJc+iI5GmbsKno6ONfH6S0dFhDvXs4uxzTmflcUfRuXAOkqxiqkk2bniT0e4D9PUewJAFpIqFfMQwJ8jvf/3wgW4ehhxRr1Qx5Apj/fu46OxzOGXhCmY3tRJJEhNOHtE0sKIQKwop+x4Fx6YaBlTDADsMqHguFc/FDgO8yEWSAvbs3Irgl2kzNQ7u3s3EZB4nCvGiEE+AiiAx5ktEDS04sXrCZAIr8CEMeeTPf+Xe3/8BpxowlK1StV2K5TLFUp59Bw+SzeVwfZ9yuUSxVKBSKjE5nmd8cAwxFHAsi8CtBTYRCfhuLaowCPwahxIR13WRJAlZUtHNWM2aL8sYhoEoisiyjK7rNNTXo+s66XSauBknHo+jySqaIuOHEZKWoq6pi7gksPn55+lMp6l6OlVHIFu16Rsfx3ZdYmYcUZCQZfn/MEoJglBjwAo1LAFBiKJIKLKKGyjsOTTApy+5CMs0KMeSLFywiuHeUdoaZlDKV7jqq9dgZ3N0pFrpkmaSMOby04e38Oz2nfz457+nd/cQP/v6TTi5HAC33HE7i48+Ck3TkIIQJYJytUosFiMTT1IXj5NJpnCqFmXb4t2+XrYePkRQl6CxLk3GTKJWXKzhES67+qs8+PhjJM0YCU2nqS5NXNXItGVoymRoa+kiNaOL/b0b+MFPv0q3oJCPDK78xjVMekX0VD3nfvJTWI7Dxed9hkdfeYWNQ3spDfeyfHETQ/3b6WjUGOg/ROfUTs696BN85iuX8tunH2dIFbjn2acQUZjaNQe7GLBr4zY8vRltzhoIW/jH/z7ExRdezGVfuB5dzOBXQrxiidAuYnoguyXy4wcRpEP87H+u5NDel2mMheBUsJwSrhrilPOIQoAv+sSa0+hplY3vvMykO0GIg2+5/PK/f8vYiIUYqPS8uwczDPAcB0EQ8cL3r/P4QG9bRvNlqlXYOdnHyZ88jyefeY6kWGX7vm1seO5vKNUSiy//DqpYG9NKgIQAIe/ZlKVIJjzCBA0CgZLtY3sRbZlODg6OcPLJJ+P4NoooEwkhniQhmGkSKZORfA7fqdKqJkiKUNyzky4zRrlkc2hkBGQVy/Wxq1XK1SqmoeHZDla5drYh+RKeZyHIPkE4hqyYiLJMpSIQoYGkEkkRWQFiCsQErbZdkF0iWaqtgAIJBIlUXYIwkkin07WxriThVi1M0ySgdgArRBGSJCIrIgQRqijQMbWVvCuy7sxPcHDfIT60diHl6jj7DvcjpdJUPZ/esREiUaBRi9VWGX4NMh0RIsvyez4IgtrvQRQgSgIq0JSuY2h8gnM/cQp3//EJhgs2oZOiOOLw859fzu33/IXvXP0JzjtlBYFr47o+9z/9GoejDK3TV3Dtl08mFWZxxJBMvJ7NvQMcvWg+lmUT6hpOFBIJQo3pGkW0pOuQRZHhkSFe3rqFUFPoaGpmYmyMolhBk1WQQu577ClWrD0W04gx4Y3R0drG3t6DhJKIXawSi5v4YRVZlHjzQD/nnyIQuRarLzib8dIkFdvnjDPPQXYidMPkwJvbGOkfJlKasdJd/P6BB5k1s5V3hkfZv78bb9tOBszpxGIpPrLgGHbvO8hrr23GVWRMxUCN65TzowiKQ7x1GofGS8SSzSS7ZmO5GqIV4ds2hVIJSRWp16qo9XXccf8dqOEISlBly5Y3kSWDn/z0VvoGBvnrI4+gNSe58MILmJycZNr0KTRmMjSYJo4ok56WInvwMKnGOib9kAZFRIgicuM51JYWAkUgirz/aw3+3x4f6OYRErJrxw5kSSA+cz6fu/F7rDn1VFoQ6c+6JH0JO1BJxWr7tv9kE/zLOGR5AbJQozC5vo0u+6xZs5Bbfl3muu/fxH133ono2YRehCeEFIQQxdSwihUMM0nMiBGrjrO7Zwfv7NjEvtE8w9kSUSpJqIaoepwlx6zhyT8/QMJzqVYqyIKI7VTxQh+rJBEz6+gdTCIZOoEc8Ys7f0IynYCEQu9wH73DQ/S88Qa3XHU9Hznlo0fiGHSssEIUCiiyRrlUpa4+g+/76LpOc3Mz5WKBUBQQRBlFTCA7MoIik63kCAydgjVGV/0UBC3O8oXzaG6Ic/9vfsIDf1/PrEVHE4QCX/rCp5AlF1JxfEnEs20SRozQcRBFCe/IqsfzPMSoBtj917QjmUziWBYzOlvon8jy+cs/yv/812/57W33sXJZEzIVbvziJ/nzI09wymlrqFdjWJbF9z7zYZZO7STmOQy8u4mMFBGPxwnsYZZ0GlQDn1RdHZbv4dsOpqoS1w2SuoHoB2RLOUYKOapCRKmQJ8rnEANIJdOkDIW7Hv5fjKYG1q5dS//oCLKukc3naGxspEpE2dKRdAU9EWfcqiAbGuNj/fzhj//DO7v2MF7IMZKFZYsXYnguSc3k9DNP4fSVy3kn5/DM4R10zJ1OwfHxsmUWLViDp6t89qIrGRsZoX9yFEONk83XUIjVikUimSafG6OrqZm3Du3nzGuvYP8rW+mpaqT8KqoukS+No48JSErEmCLy+s638BUHseSiGgrNXW04UcTP7rwNR9KQmhr57CWfZWRsjL7hLE8//wwD/X0kk0lkRaQaiJSkgPUbX2bO6hU4E2Mgy4iCz89+9jMuueJqmtta3nd9fqCbRxQEJGUJxw0o+lUWLVvBu9vfZsGqJRx93Alse+ZFmhrTuKVS7f3/QUX6V0SDJgSEkoSlQBBa3PTtb7B5xxY65y2mbmoT9/7tbuRKATUKaJ/SxrLjTkBRdOTAQfECxvbt486nnmXz/v2UlRSWF+GrBr4dYSgaguazd+gAy5bOZdvLmxCgpu3wRPyohaoDl978A1pnGeCVmT2jkV/89FYmszl03eSk40/kvGNO48WD77C2QyJ38FW+dtW3eLPnMIKaIpWqIxaLk0wm8TyPZDJJPB7HchxUXX8Pj2imVVpmdSGqKouUeYioKKqEpIaMdB9g846tvPzCeiLXojfnc/rCBUyM9rNswUJ++JNbyAnQMauDRctXMFjIoR4BG0fUUAWiKCJRWwEgCO8lkyFIeI5HQzxGTPBYs3YZc1aYmAlQHI3JiXGef22Q0NvKeSes5Atfvo5bvvMd1j/7Fv3dB1m7YDa/vPlGKtEEhhIxZ91HmH1kuxL6IYvnz2Wgr4/OpmbsXAG9SWd3bw8DVhkvirCjkGqhyIyWNnTf5h9/e5xE1zTWfegMBvv6sX0PQ5JRVJUgCNAVBd+TGcvl8Ikg8Bk83I8UC3lxw184/yMfwqp2cezRC8kkIWWmeey5J1l/qId5i1dxaKLE06++gDVhIxfGuOXis1m3cD4bD/ZjlPqwxvpJySGzZy1CMhrx/CpOEJKoS2OOmOx5bSNOfZJdw8PY4QhnnvBhXvnbJjpSAp7rUSiqyIpEU10zDz/6DGuOP5GNz/2N6VM7KTlVgkim5Eoohszll15CcXSUwLEpFfIM9o+jKwnCQMALQwhCUg11KLKIEUTYtoOqqoiiyDeuvYZf3vYrfnDzj993fX7Am0dEqeiBoNDQ2sjI/gEO5ye55UtXc9Ovf0r9wDRSoYUnlpBl+b2JAP/RRERB5/7nn8FMmFx+zTdpaGwlMKfgWy5Du3fy5t4D6JWQc044ng1PvcqdDz5HSs1Q8CQSySTjlQksRcalHs8OcEMXmQhDCAkG+skV8pQEge6JSXwf1DDCDTXEVCdXX3MjySYVJchTGpkk1E1G+mQu+eT1VL0ysl9FK5VR9ndz5lHH8+pLr6KGCud89FhevP77rFx3OWYsiawr5K08rfWtWHaZ+rYM9S31SFHI/n378AoOg7tzhJKA6we4rkNEgCzU7smc9ils3vgK+WKR7ESZBx/7K7/8yc9pWbwQLSjzqXXz+cEv7+DwYBOiJrJ0yTJ8F0aLtaDtlkQKBAHPdfFcFxQRU9UoFQqosoypqpSrPookculnTqNdN4lKJV7e8To5V+CnPzyftrjKY/ffR6Le4ulNT/CViz9L44XnMTPmsrdnH4eGDnBw3x52bt2J1t6BVl9HTFURbA81iFBkaJvSxh0PP0xej+OKHoIgEhdkpnXN5omnnuKFF1+lrrmNk+YsIjdexEhkKDkeMV0AESzLBt/Ddirk/JplP6XV4NZ/eeMVUh1TeeqtPRy7cDb3Pf8whqJSOCLYU3WdzW9vRZEkBFPjpDMWkR0z+NHDj7Fi1dG88tZmzlm6ilg6TTU7zGjPXi689OP87Fd3koqHmBHoiTijh/oRk3MRHI/F81ZTpwiE7gi2VY+iRFTdCqoVw418ysN53n7hSdaeuIieg70osk5ku7i+zAUXXMDk8ATTuprIlytsfOMNVEkAQjynxvCQiZDkgO1vvUau6OAIPpKpoUcqzV0dDIwM4Cmp912fH+jmEUYSfjVFe7qZBlI01TXSPq+JSdfmF/f8g9TkBBtnbkLj36PEf+HkaxL1CF+WOWrmAq7+8Q+YefzxVPIlquMT+I6HGk9iBQJf/do1/OaXX6WrZT5RbA5DeiPf/8aVxMo7uefRJ3AtgVy1QtauMpwtY3kOmmaA56MIMtVyGUGQ0EObrNtK56wVfOyso0gpIzjjNgcOdXPu6Scxaru4RpW7fnsHQ4N9HDN7Cnd+7csgxRCUEEkErxqQbGsgrSs06CqSpqDG0lhhisiQWL3yKPoOH+adt7bR2tDK/OkLGB8dpS09m4plvcdhFQSBYrFIEEVs3/QCfT39RKKKS8SUrmkISZ3TzjiZPzz+NH9/6kGUqV1YZZ8H/vY0ra1zaEknaTAMgiCgWCyixQwaGzPkJidxjsRJ6rqOEEWEYViLPgSkEGQ8RFNnw7s7SGTS9L59kDeeeJRs9zCOqrFx0+tc+YlPcPGFnyQTizg83M9g7wiKAFLcoLu3hzlHryISRKbOmEZ+fIwQkefe3IxXV0cY+mC5NCXaEB2FR/6yicb2tUxra6BlismS2UvIe1n0mEbVruCrCtVqhfKRw/PB7AQVIQQ/YHBinJhh0B4zOXXlal54YyNPvLWRBbPnEUUSth+SL+UxRKWWziZFiGqSvVmXYxdOZ/WKr/ODh9dz6aVf4s2NW4gZBnY5YFIs0DarAaU5zeBYH41GhKwHjI+O0xrNRZMVMimD+V1trJdFBLlCrC6GH7m4nsXYcI4lCxcxNrmT3oOjEMaoVnxA5CNnHIvk5njgz39mpFjAiCVq2z7P/XdOcBAQiqBpKjt272Xa7JUM5ssoigL4qAkTr1pm3cLl3P/w+6vPD3TzmDOli7eeuw8pzGO5VQ4NHGZDrsAhpYWTUmuY6VQ5enoHge/WUu4BhAgE6b3nfhCQTKSxswXcdBpHklATSQLXraXNKSJnrF7BP1nBoQGJ//r1NXS1y4Tj/Tx236OYTpJyNE7kOiieS9LQKdgWTqEIrge2R2DViqlaTfOpz1/Gpz93LqLbw45XN7Fm1kyWNyaZ09CMt2Mvh7IDLOyYxtEnfYg9Bw6yZdxl1YwkcdmnXAzAd8G1OfaEkyhFIioBvl1kzbHH4Hlleg90E1MMls5eSOSHCL5AXItTsatoho8XeNSndMZyk9Q3J9HiMW7+/vO0N8dpaMlw/NoP4+TLzJ0/i/bI5Z9bt1ORGiiXFcJqPbNnzWLm9JXseusfCKHNyPgYrbNm0CB1Yg1WMTStJqaza5Tu4Eg2quv7NfCMAP2jvVihwI7BPKdOmc1Dv/oVarZEgACICIZGrHEWi1adyNZ9QwyO7UQIfLwowKv6CK7HwinT6OvrI5ufJKYb9PQNsHtkHC8KaUlm8Ipx4kNxBE/mrIWn4UkiS89qAl9B7hYoSxHx+QaOn0M3TYYnxrCikN7REUqEhKJAyowxJObIpNPMnTaFrW++wpT2Nur9FHWKRiLSqVSrWGYKIx6jUCqRTqdBFNGRUUWLpvpmnvzHk3QfHiKRqsOMxdg7sIWxsTHmCjmuuvyT/OK228kO9SMHPmIEyhEy/tDAKC2nJpD0EqgqThDg2BpCFOcvD97J6Wd9hMOvjZIdjyGEEIQiguBx/0PbSCZcJMEkFtcQCHGqNhwBGof/EksGIUU/RNZS5AsexYpM6MWpNxIkqxnOPuooJqf2c//33l99fqCbhyyF+PYEYSRiyQbrX9uIs3IlutDAPA1WtDShBC41jdh/bFX+w2YsSRFVq8RPbriO79z7Z2xRQjB1yhIIdkRKjdNRp3PjNz7DhqESS2abvPbko+zatocyAT2Db1OXacW2XYQwQrV9MlqMSrWMZ/n4fhU9MihoIh86fx1tU2o4uk3v7CATC1D8LGq6hXff3cXpx60iVyyjbjUQmls45YxjSSdNrv/tz5grjvGlT3+FQDbZ9PJG1CnTaGhowQsCzjjrWHoO9lIYs0kkEni2i5gQEGQoVwromoojx5Btj4mJMWIZhVRjOyN2yDMP/5PTzz6PvTueZTg7wq8uuZiMnqJn925iS+exrrOVmQ3T+OebW5k/M82xR83nh1ddRltTO5JYo8u/u/FN0rO2c+a5H6Zg5REsmTnTOvCKZapVD1+SEGWZyPOQVJXhbJ4Xd27jo+d9iDde3kBhcoxEJcCXgChkcM9BpjWIfPPaKzjmuHNIxzqZKG5H8wVCRWRKpgF7bBxDkhk4NMT8mbPYs283szs6cYsOB94ZoCk+g3Jo4Louuq7iRxFNiankqiWUmIyTLTNZUYkrCj2jw8iyjuhaxBNpsnkX17Ip2iU0WaESCry+dy8L29tQFI1ZZhxZV5GCkHhKJxkzSSo6uWwWTVMBAdt1kdUUt972M0xRpZAdJy5H2HaReWqarjqd9U+9jaO8ysyGJJt2TVCnKiQMAxEN2wvxhBi33PwLXL9CJIj4gU9CiyP7Hh4JUu1z+Ma1Z4AcogoyMVkj9EV2HxjhwUefpm9ojPpYL5p5GCFUCKgiSQqhX2vTkaARjxvEtRS9h3OccMxaprQ08LEzT+K1l9Zzy09+yf6eve+7Pj/QOo9/KQ4CApo1iYqcYCzSiAVFljU2kpIEQoH3EPL/uoT/uKIQxCjiuGPXIhaLKEFthCvLMrImMzY+iOC5bHzrRS777KcZ3Psu7+7sZjJboJQro0pxAj/EthxKpTK5XAG3YiN6Nng2YhBjXJBomT2T/X0DjE1McPN3v0fCTPHAw0/w/PpnWD6zi+MWLcGOYHCqSAAAIABJREFURDYMD3PITLBvMsfBfbvZvuVNDvUdZPfhCjsO7CfU4O4/PUAxEIgQWbR4Ft37exkeyJLJNBCLxanL1DM0OoxpmrWga1lGi0ARRRJ1dShNrVSR2fTKS8xqriOqDuM5JXKFEm61TKlSoL2lla9d803ue/hRnnrs74jFcV596QUe/NP9tLV0oUgGYSDguwK4ESN7Sjxxzz9RSiBhsHf/IHnbwGycURPkBQGapiGKIq7rQwgbN7+OnkrUYiJCG4UQAYmLL/siuWItNOqcdR8iW25CUhKgxhDidYxOlHhxw6sIjsucqZ1sfuUlUmqCXS9u593NQxhyG+VqSLlkIYkqtgtRIDGWHUWXIKxaNCgJXtu8m51DY5QqFRLJGLqqooogeSG27eCGAWYyQSyRoq2plUw8RdqME1M1DKl2liPLIiNDQ+RKOUIZSl4FX4robGnlvvvvx1M0vvKVL5HxLNY01XHW0tmctW4Jl3/0WKx3t7Bj2zY2vv4yvlMhEHxsRSIIBcrZCp847Wy2btyKW3WQidDEkGRcZ/fOt/ncFZehGDLjk0OUC1kqpRyl3CTV4ijTZ5p856YruPGmK5HibaAkCZARFJ0IkegINV+UoFoqQuCzvEPm1hsu5egFjTzx2L08+eIGPFVCyCTfd31+oJsH/HuC8vSGDSQXLmFuaHDDwjlkvApy6BAQ/r9+5l+EaVEIIfKwKyVOmj+bdOghEKBKCpEU0NzZhKhoDOZG2fjis7zw9yfo6x7DsUO8IEKNmVSrVUzTRBRFfDdEjGrY+6pvMFCSuW/Ds6Q6MwiygFuY5MYrv8C8znYCqZ5eNyKbH6JAEcEtcHJ7G6sliVVxEyuX4zePPMKoE/JSQeHqvzzI+Td+G1qn4yoJ5s2aiabLDA9MkqlrwTAMPK8WB9He3v7evVEUBUmUCUyTQFXZsnsvfT0HOWpuOycun8rO7c+jyga3/OjHJFIpMjGde/9wN8PjFgezDuWqx+TwKMuXrqapoQ1J0PCiWpaNF0EoSiiCSvbwBPf99i88cc//0hLTkcUCwxM7SSUS1CWTCFFENptFEkXkIMTxPA51d9e2eEFEqeCRHa9w+WVXkLUKSEKOq66+CMWMoWamM+2YY4hNmcbQRAlTjeFN5MCtMDwwwH2/+SuxoBMzbKOcl6g4IZqpE0oioQCBGJFprqehQefeB+4j5cu0Gc28MzCOrCh4noschUxvb2PN4qWYiQSSoVOxLea2d5J0fOpFCUMEO3SJwppQbzg7QY6Aw+UCPbkJhnOTHBoe4ra77mAylDjhQ2fi6QKdU1poTyUwfJc6weba679GJaWiaQlkyUAQNObOXYJq+/z2xm/z6l13kZJDGqdNw3JkRoeyzGifRv+BPtxQpFgpEgUeAQGu41OxPLKVCkUvIj9hURgepCmh0NA1k1h8GpKqEXgyvi/ieQJBIOG7LulUilw2y5xFi7jld3/gB7+/n/Xv9lGUA2Ytm82E9/4T5N538xAEoVMQhBcFQdgjCMJuQRCuPvJ6vSAI6wVBOHDkZ/rI64IgCL8SBKFbEIQdgiAs///6Xb7vM2fGMi5aMocrFnaQJULTBEL53+E3/8cfdiTFXSREJMJzq3z3619DKBWJAh9JEJAljSrQU3IQjQ7eeO0dRgZGiVQDzxOw/QAv8JBlmVwuV7PPCyFOpUzRklh+2qU82/0GKdEmnx1DKozxxY+eyejBdyjn+vjyF6+g24348k9v4a57fsmdd9yMEvZzypImzlnUySXzFnBW/TScMWiKfLwwjpWagtAyiyXLltGeVnl3134aM63UNyTRNO09xWfN+l8DRIuiSE4SODA+wd4DB1k7rZmT5rSSz/fz3NsbIJ6k5/AExx+zhlyhQNJQCIoWQaSSSLVRVTLMO+5sZFEjDAQIpdr+WpIRJQVZMRDlJI4/HYRj2NO7hmu+8QJ/vW8XGg0UspPgB6QTScxYDF1RWbZoMWqgEfMNov+HuvcOs6us+v4/966nn+klM5lJ7z0hHYiUQAABiYhIRxGkKEpVBBFUFEQUKVIFpEPohBJKQkgIaSSkTpKZZEqml9N33/v9YwI//T3lfeR53+v1Wdd1rr2ve9dz9l7fc9/rXuv7NWRMKYwVreKe51+jvXs/dtZmc4PJuk93c9SMMcjVVXS4OYaNHsY3Tj6S4cMryWUy3HrrHXT2ZBg6bBy2p+Bj42Fh+Q6eZOHLDig2khZgFDL88vZf4lUUo0RVchu2owkQusxAuhfXMdBkCAoGWdMgY5l4mRxTRoyiJBpH1XW6+3tp7u+iM92PK0u0pQfo8h0O9GfxlDhpA1paeukNXPoMh1HDR9CRsdgSL+aF7n42tKf43fL1bOuQsHMVuEqCstrxJCqH48pxSobVctH13+Pup39HY+cuRiyYA8XD8aUklqHQejBFxYgJoEgEvovp2jgumK5HznbI2BY5HAqOTT6bZfbkiWT7C4SKVBQ9gizrBCgEKKh+iL6ODFPHz2BPSx+7W7sJl5YhwiF8yWPVyhWUlpZ+VQj4b8U8XOCqIAg2CyHiwCYhxArgfOD9IAh+K4S4HrgeuA5YAow+9JkD3H9o+R+bD67wCIoVRpQrrHr8AfraOwh0nVc/XcOBPfu4+LwLOesnP8NJdaLqMVLZAEWVsWVw1ADdkSjYUOb5dMkGZ85bwKPbt2PIAlsC4QveWvUuhhamkEnTkbYJRB5k8WXSme8JDF8mwEOXoECYiimjOXLJMGqcLh546RFOWDiXbbv2sMsq8ObqlTxw7BLuf+EBOht3oI0YyivNWZK6YPlv7yJhmxTrIU5adCy/+PEZzHl/GPe//TEDkk5XR4GSIp8x44fxyca1lCYq0UM+QWBjGCbJZBTHdFACD02XOZjK0NJt0Jvup76qgnjNEB5/9n0qh4QJ5H5Wvv0Giohy1LHH4NggGBSMqp04HDWAs390EVga699fgytJ+LKCGwh0TaVg6eQKUBErpqsQMGfeXEaPqUOPx6ir1ikthW+fdT4/ufokho2qxrE1Rg8ZRVdvN4lIkhljR/L4C89QkYzRmQ548PkHCKx+9vSlEEMUDps0nurqCsxoNSv+0MbkydOI04uRMsk4WU466RRWbWvCzqUZoocwvCTReAl5YaELgYVHWJGQXIdkWKasLEJP/36+d8UZzJxRw9bMUAyrm1I1woCTJ6dI2Jk8PQUHJV6E3N/N1BFjiAcusmdTXlJGf2qA3p5+Gvr6qK+sw1N0AlNQpUaJ2R69A/0cNAfQkxX86JtHEJMhJMHuHdvZk+4ltOBw8sOGUjZ6HLedtoR7//IMW1MGtaVDyVo+6YxLNBbikZde44JvncvMGVVMPmw0vQe7eO/ljxg9dQ6TJo/EDyyMnIamyVh4BCJASBKu4xEoIGk+MWDE0Dp6M0k82SSqDeDpGqXJIoyDPVi5ALW8FK2siGPGTOKt9ZuQVZ10up3vnXY+9971B8onRb8yAIj/jtzcP5xIiFeBew59FgVB0CGEqAZWBkEwVgjxwKH1Zw7t3/DFfv/ROSeNqQsuOn4Km9ZvZofh0V9dS78vEQ50Yp5AkxVc0ySSa6NSDThy7ix+dtNPMbr6Wfve+6x4+WV++8IrGH6AXxDIikCPxjnq3As4qIdwJIEsBGHL5dc//Q0333ALlaVlWG4O27e+LDSrqxlKd2+Kzp4BLMfFkT0mzJ2EZWXoPHiQZHmCaKiIjrZmxooEj990Dad8+xjs5DDaECjlScKJMMniYjKmidDDqAhmjxuJ1ddLlRrimGkLSMXipKUYk6dMpGlHI32dafRwiEgkwsZNG6iqrGZobT2VVTU0NO4nXFrKzr2NxMIxjpkxgYM97XQO9FI7fAK5fCc3/uS76JJHwZZ57oXl2PkCUlShLppg4QnHo7kOZj7PmBGTiWpJLDWKUGMIKURAjES0hGMWLaKtaT8nnjAf28ghyx6B7BGRdVa8+wHvr11NJmjFMA5yzhmnMe+II6mNVZMTUb75w+vYs3kL8ajKD35yBZFEMS0Fg/rSGs44fDqyNZiNK4fCPLTseZRwjFx3iojq0drczhU/vpYLb/g1tmkwNKZRqSaoLJ6AoQZYno2PjU6A5NhEFJnHnrgfW09TO286w+ccgZyxKWBz1nFH0bBtG8VDqnBMiwGzwOa2ZjJd3cwuj3Hs4pPY/PkeqqqqSUoye7Ip1m/fwYQR41A9n6NnzmHf3m2EIxEa27pp7+ph/9b1XHzWN9DjMf543724NpgFl86uDs676QbGx8o5rK6WXz/yJs++t4YlRy6muauTzzeuorjMRpFMNBFi8txp1I8biaRHkF0dJ2/xxGMPcfyc+Yyd8DVa+3yikoonNJA0HM9HUUMk4yqaZKLJsH9fildffYaKSA+a5DLQn0ZGoqh2ChVVYWxrgECNctLXTuWJZa+wffcWfnTJ+by3eT3z5k3i4Ysv3RQEwax/1uf/j8y2CCGGAdOBT4HKLwDhEIBUHNqtBmj9u8PaDrX9A3gIIb4PfB9ADmncuXsArXgsRpGP6guqZBnbcvAll7znoEZUjNBIdsoqPfst3j33anpUgS5UpFg987+2mNWvvEwuEkFzPCwcRHc3wdAaQlqEbD5PNBxh3twZFKw0bhDFtLP4SF+yla1b/RF1dXUMrR2GFw7TMdBKsijO5tXbGDJ8FHMWzGbn7iZmjq3ikWu+z6uP3kMmXkOP66IrcbzuLLbh0NtnkHcdoppM2jRZ1dePGo1RWlxEoesALZ9nmDB6Cuse/5gTFx1NUSLEwY5OnGgRU8ZN5WBbO0Gg0tmbwfRgy6ebiYV1jj9yLvtbWrFck2OPOpxnnnye3t796CLAM30GBnIUCnkiuoLlCDQtQroAp5/wDbJdXRRyUHAFoVgczw8ha0kSRVUsOXwmFUlBXUU9nZ2tRMIaISmGIwXs2dfAhxs+pp8ubAqo0TIeW7aCh595k1nHHsWsEWO57ic/xlPi/OEPv6WttZVvnnsEpxSXols2VqqfZCKGLPkowiYm25hmP7VFGvsPprjw3DMRXj+XfO8b9Bd8nvrLXwmVBTjOXkpqh2LYBru3NBGYFklJENND2HoYTTFp+HQdSCHShkFReTWarFAwDeJBQCAJJFRqi2vYtb2Vj9u6GDfbpLy2HhwXR1UJBSFOPuxohlQmCHsun+/dTFNnL3WVQ/j2MUez690POPH22zjzW0vJlVWTchycvEAVEgM9vUwYMYF0JsPb3d0sPHY85154CrMqy3n+nfcIX3oSN/zyZ+QtlSmTplNfO5HVH6zENXs4Y+kp7G9qIOKm+PjDt/naguNp78uSt0GTHXQ1hyb5CF8nM6BRVKISiAGqKwxqk1kyPQO4gY+uasSG1PL9K75L5yevctWF3+fsq/9IS28H517wHRTnG3z4ySd894KLeWrN61/Z7//b4CGEiAHLgCuDIMj8J/J1/96Gf9PtCYLgQeBBgEgiGURcHdf3UAOQAoHr+ohAwpJBUULYTkBIkgi5LhnPIh2AHAhs30YKIFE7hvOuvJ77HrgXjwDXsDhq4ZG8vHsXeSx0VUXVNW765TUcefg8tn+2E9dzcf0A4YNRKJA2cuzb1UXd9AomTqwgu9sjl02hFSfoaW/F217ML77xTbSEim6b3PzXx1HUcnzfxZQd/HCIRMUg50RFJEJZaRGdPd1UDqvFlxQ0Xaax32LyiKkIJ48fUXl/40bKgiJqK4rZs78LTxIsHL+A4WOLWLn6Q0447niaGz5nypS5ZLNpVElB1iSef/JFxo0axZ0P/Bk3LOPKCkvP/BYRVSeQZQLLojed4vIrvssnb71NeaISQ5UQ0RierOH4xYyuH8OU0RU4ZgY/XkEQCFzXwymoSCEDp+Dw/sq3EKEcIcUgn7YpWBZ6NML3Lr2SnBywP9vPXHcfjQ0BzTubuPHHZzIqLBPy+xHCoadjB3fccg/J6iGMm7WQ7lSWEbX1mDmDKaNGkjVzXHH1tTQdOMjs+YvQYx6W8Gnt6CPkBUw5YjSnTjqa3974e6rCJSQjOrMWLGLjhhVogcXBDVtRhpRwoGOAqbXVrLJtqsJl+BGXmJ3DFhIjJ86ktLSUnOFRV5HEy/l0Hexi7sQRZAu9PPPGs+zbtYMDO3YxoaYKZk7jfacNmSz92XaaO7vpzUN17USG1pWwYdMqSqqH8Nyjf2b+t89EciwcKcTmrv00tmxj0VHTueDyGyivHMFp82cwY3glu3Y10b9rB6Kvhydb2vFl0A0X1xKs3bydIDQUSbKxSDO5LoHqZJg35zB6nYCHlq1n2pQp/OG2KwhZBhEtSsb3Saf7OHruLOJKittef51XPlrFrGmz6Tiwg+KkzIHdnzMkEeK5lx8lF/rqinH/rdkWIYTKIHA8FQTBS4eauw4NVzi07D7U3gYM/bvDa4H2/+z8jhdgEcaX4qgB6JKNppmoWoGw7RMNfGKqiy8sbK/wpSq8IsvICKTBe6BQKAzyUsgqQRBwxeWXURGPoMoKeD6+67Hsrbe57Lof02OkyVom9iFuVCEEYREGO8dTD9/F7t1NZAqwu6GRiO8xIVnCHTdcw9jaBNPKohwzfw6SEiVl+8gIqisrWbRgIb7rkc/naWtro6FhP54ns6+hhbbmTvY1deKbFgvmz2BDYyPpQGFnww4SRRIbNu2npqaGM5ceTTiqsmfnNnqa9/L4vX+kpiyK5Jk4jociS0yfMY25h81CzvQQsrNIgYMvXM477zxgsHBQURTMQo5saoDOg+24XoAk6ziuj6TGOGzGJGZNHkH40EsVjUYHZ3gCgaKBInk88/xT2OTJ5NOkMjlEEBA6xPnR3b2dkNNB62cfcNsvf8a53z6BRfMP453XP+ZnP/0e3zr9eBYcsZDvnHk16zd08NbyLcQiw6guK/9SoHnR0cfx+JPPkk0bRJNJNnzwLm5nK039zfzu1ptwzcIh0mMbWdcomD5z5s3n7G8dTVjKEREGMgVCrkm6qYEyWUP2Ve7+y184dvJ0Xnv3dQpWmkRcYerISupKE3z8/koCx+KoOdN55P67+f3vb2fzS6+z78N1eF0FGnsFH+zs475X1vHBvjxvb2nnYC7GlBknUjd0LOmBfiJRGd832bKnmXff+QhdDRNysqTbD/LR6k1ceOnPiZSO5NhFR5OUJe5+5HEadzfjtaUo+DHKasbR25MFB35+7XX4jovhZjHsg2zatoON+wWftRdx8Y9v4akH7+H6844kxQH6shr9uSoOZAsce/KxjBpdyb6GNfz8mh+SiCr4TpbPNnxAmW4yLOpw/vELmDWsjiGRBHXR6q/s/1+55yEGuxiPALuCIPjD3216DTgP+O2h5at/1365EOJZBgOl6f8s3gEwccQwXv7zH9m9Zy/PvfoRG7btZiCXRtE0lKSL4Qv0WATfSiEhEAKEFOA7Lr492POQoiqZTGYwbd118SVIVhbR27ADRk1EeB6qLFM7YgSnnHEq31h6Gq+88AbaIVpDVVVRDIvWvZtZ9clHDE0UsfiEJby47BnCBZNlD9+FnekmJgXcfOXlFEorMQsSpuQS0RQ812TDx6uoGzOajv4+isrL8FHwJJlobHDqtShZxGGTpvLn+/9E1ZA4IhTiQFBLKjSB7182CcNIs2HDR6zZvA7Jtciketm0fhNnnXkOw0Z4xGIRugqdvPXuSoYWxThsTC1TRw3lw55eGlt7KC8vJ9fXP/h9FDjQsI8tn65l1qTJ5G0NSdKQRYjxY8YzrCpB4KRxxSCnak9PD4okoSk+xWVR7vr9nYSjKul0N55s4voBuiyjIIgXl/DeS6tJHWwjcGxs2eK7557MU0+8xoRZx6NJBnFNQfZKKKqKkSukONDeSW9/J5NGj+He+/7CaUtPJ5vppzQRx04V8AOHsBfQvnsXOV1QUyyYMmYYHjJRTSeTGaA4qVM3vJI127aR9jVkiohIDjNGzKJ7m0VXn017ez+XXngJ6zZsRIQjHGhuYuzw4XS2tPDGq69z+qlLKS+Ks/SEJeQyA7iyj5AVHMJ4ySEcd8bp+AmV1oEuSoePZE9vBxX1ZahuFtPKsXvvZ0AWoepMLKvnkqNPZM/6tYydWseUqdNwxs+mLFmGk+9j25ZPuPi75zNj0pGMnHI4z3o2Z5x9AdMnjqFx+yZ82+LEE09kU/NzBGqBXXv2UuabNLx2P1LgMWBIvNaY4dkPruKsy8/kvhfvoWuglbbmRj58/jlCnoVPnmhMA89E4GN7HqtWvcXKd15k6Qlf4/qb72ROzsdQi1lx40++Egb8d4YtC4BzgG1CiC2H2n7GIGg8L4T4LtACnH5o23LgBGAfUAAu+N9dQBIeZRGL+VOHc8ys4YOVnGoMw/JoPGiwfddePlq7geXr16BGwNNsJFUarKgNAgLXIxoOc9lllw1WnyLhA24mg2LkET6ouk48FKa3J4fwfF575RUK6QKReBTTcklGQnzw8QqsXCdHzp3Nq2+v4ON3XiWhKBwxdQaencETMoEseGPVavJjZ4BpENJcLMuip6OTiqoqOtracBWZyrIS0rk8gYBhI4aye/sO6ovDDHQcREmU0uEPQevV+eutl+B0p1i/4R3WrN3EiUu+ybgRh7GroYW+TJRhE+pwtRICH4riYaprJxNtbidqpCgtL6GsshqrpYeq8noG+npRkQhFIlhmjnw+z8F9TUw6Yjgpa1AkecSIEdSURCnk+vGiMRKRyKB2ieuihUKovsGf7rkbV9bJWCk60x2YgYlrQzQSwS0YnHTc8dzyi1+Q0FRM28S0HQ407ObaKy9i+avPctr5P8GwdyKH8vR3OsRL4hRHK4hrcc47+1y6Oru558/3cdutN7Js2TLixSWoNnhyCCfIEW7rJwxMHF1PU6YXN5/lqAWz+d6ZZ5Drb2bdgS2UhXyEF1BwVda+v4s/3LmMfDRBZXkNR06dzKOvLWPK5KnkjQyffbKegZTL2UvP5tnHH6JuaDl92QKSF+Lsby/ljWXL6DFcLvvpVRwsdDGsqBrhQH9zNxtaW2i3BWWujJ3uIPBzEHgUCi6LTzuNg12d3Hb7LaiqIJOymD5zIZ1dvfR19RGKFRMecjg7MlnW3ns/N936K3oL7dz1+xtRhY0W13nt/RVsXL+OstoqnJY9tKcdcnkJW0lw+LFLGT5iBF6Qx85ZmHaOVMrmtVdfpzYRIcj4mESQFeBQAp8dyDj4SJEob67fSOvPfsTZP7iCRGntVwaArwweQRB8zL8fxwA4+t/ZPwAu+2evI8kBInCwhITn2kj+4HCivlZiRN0Yvnn8FO7kB3y8fgsvLf+QFWs+IVqdpM/rQZIc3GyGcaMn4AtwCJB9sAQMKankgOdhSBKmYRAgsIXK0ccs5r3Xl2MICUnRiDouEX1QlEky8hw/ZxaxrnZWvfMht/7kRxQKKfA8QmEFNVmE4rqYuChCxhMSii/R15cmWVFDLBaivbGVoopiIvEYLa3tpPrzvPvuKk4//Sx8qYxSvZSfXnAardt2cKClldaeDEXxWv729FNMHD2S4xfPwkcjEILezha6elOoexppOrifoSMmIAop1JoE+7v7SckhvvfdH0DgkigvZyCdRhMKJYkyQm4Yz9MJZItYUYRIOEAOfNK+j2VYxMIeAoGsqpiFPBu3bkaWw+DlsIICTiDj+hKSBEYuR3dzK7/+6Q3oqkShMDiEDGsaWQPefGcFN99scOT8mSx/I8uQSIS8MMkhuPehB7nkuxcQjRcz+4hjsSyb7fv2EYsXDfKGhKJ0p7NMn7WQvWs/JWukGTdyOAd3DFBTVcOU6bO4/MobGFIaYevu/cTicVRVxfV9Lj77PHKZrajB4ZSqFv2ZXpp2bWfNincZyGUoLR/Gd045k6C/jUvOOZ3rf3oLqlyKSFby/PIV6EIiUlPJrMmjUHt0urs7iSoyFMWZLNdTPgVC4TCrt7Uj1JEY2UFZ1M3r9vPpmrV4ooS46hEZFubia3+M6ajkHYlcxqRpbwtHLJjD+PHDeOK5vxKNJ5B8n3BER40X0WcU0GNR2jtS9PYLho+ZxhGHHUYQSFiWTdboIBaJoEkBWzfuZdrsiWiKjuk6qFqIkAN4xmAioR+gqzKqL3DdgHwhYMP6jby2/Bju/9sz/6xLfmn/0rUtf29fcHrCYBxDDzxwTQIsJBEwf0YN82ddiK7/iA9WbeXRF15ka0sbXU07GT9+OCkzS+AF+AJMM8+vbv0l3/3t7UgRHbmomKTvcvj8eTQ17qK6MmDG7Jn07NjFs7f+AkfK4bsB+ewAvW27OLDlc+669mqMdAZZ2Dg6PHHn3fjRMjIFYzAXxLBQQ1GEqhKORigpjxMo0NuRxzdDSMkS9EQxRHxKosVsXb+O3938O0bWVPHWu+/x2lvvcu75F5Cli8qaMOOnT6O/P0fPQJ6aSo1Mup+6IdVE4hoTJ44ivDNOKBRDMntQDYfhI0Zx1TnnM3/qHCTJZWBgAElRMPBQS8pI1I5gwBzE/i9+17RnkEwkkISCYVmEhITwffa1tdKdzVPwbGzPJJB8HNci8G3ioTAdza3IrodLgGvbX8ZWHNcGX0GLFbPo22ez/u33qa2s4oEnn2XJKYsoiiosf/sdKuvrCCXKufLaa1j+3mp2N7s4ThHjJkzktG8eT2tbE40NW+kbHmbTxg0U19SD59LZ3UZFRZKf//YWOnt7WKKCqugIKSDVPUC2x+TNV57jpNOPZMkxS3js8RfZsHo7Zo9NaXEtc6Yt4IRFszjymK8xfsoMoqVV3PTzWwiFJK667jKcYp0/3HMnJWGJUUEJlcUxthzYi2ka7FvxMb6RoL2vi2Fjp3HRd64gKOQ4/OjhNO/czRXnf5uvn/ENfLXAqSceQyIkYxcyaLbPsOoShpaPZvT4CLrRyrFHTOecs89lSFEERVewVJlVm9eyp62bCRPnkBw6HF1X2H2ggUgoRCQUB9lG2A4EEkpY5+UVH1I353BKNIkDn23C6ehHb4HnAAAgAElEQVREEg6S7KEqMo7jICsChITluARuiMpELVf/4Adf2Sf/x4DH/9/c4Itb98FXUISH7Nv4hW4WzR7K4oU38dneA9x60w00N2wnUlWBJnQkIBLSeWXVSsKBSvpgikq9ioP9CuOcanbtXI2Z76Ot8VXimsy8Jcdz/89/wpzjlxKEZBobmpkwdCxT6kZQUGxAJxET3PvYo6TLx2L4NprvI8sqqq4TLS0h099Pf08HeT9EqGQcebWc9pY0ixeN52uT5/HQC0/iF1KcesqRXPKDi9jZnqWifhxWxmVCXTXRiIYix8mUZSg5RHRckgjj+z56RGX7zl042YCQHmXU0CGk3Rw3X3YRT3/yKfUlOr2GjJBlXN9H8WHK8Hr+cvNPuf8vD3EQBdd1MU2TjGMSsjVURcMLIKoPluRv39+IawMIZEWiq7cHSQJNwMF9+/Bz1uBQkQBZBEhCgOfzRfJvR0sLf3joEZ5a9TpDpoe5ac6NdLd3MGfMdJYuWsKUo47DlfLsa95PU0sj519zAVFcAivH/oaNREMhOnbtJi50Vn7wHkuWnjFYcuDGiEk+ip+lpESnUCiAl8P3oLYqRFCdoGb0d/Aki3BpDLW0lEkz5vNWSw+FlMF1113KgsVHMWnxSfR3F5g2fRK/+vUtlGg5EA6qGidXMPAjRfR5BXK+R1TXePfRR0ltb+Zvz7zGQDpP3dBKcrmDxKoj7N/5OXfdfz/R4iIu/MmlvPTmOzz36rvUDhtJsqKaEaNHMNDWzryZU3nkhbf4rH07s0ZPoLSiCuHlyWeyWLJJI42MnTAZK+jHd2UcV0cIBbdgg5xDtgMQPkKFmCNRkUjwWe8BWvoL6CUJjpg7i1eXvU6p7KF6Doo6OJmA8ImEVTwrQBAiomsMRhf+efsfAR5CCMS/mdT9u5oWMVjh4gcAMoHv41kZJg4v5+FHH+Ovv7+Na264ioLkEeRdQqrChxs/IPCrqVFd9HgR1/3wIqbPnMXzT71LuEghsALMvIwdqea8X9zD4mef5u5H/8rFV11PPBLDdAa7hJYssfz+B4lX19HjOuiBTwGZAAW7kKKsSMeIVtJhFOFLMaaPP5yTF01g9NBy/MCgtaUJEeTwERTX1rNy+14OpBx+84OzMGWf8lAERRGUJFTSviCQwU0VUGUVQ3Kpqqoiv88kUhQisHMEFIjIAQNBltNmH4YlBGlVwfOlQZJj2UcJuUypCKP5WaygFAKZnG1R5gokWcVxHIpjUVxFsGnLNiJCQ4RtOgoWwnPJe3mcwEMSYFp5JEnF9wMCP2CQSVYQ+ALZF2iSQC2OUjD6kLXoIJWh08/IqgiBN8BFN/6I4uo6vCBLHwalNUMg30NH/wAhTaO8sp5XXnweVdbRVMGqtav42jeXMjxRQc438aWAkKoRtsCTAyTZQdHA80CWfNQIfLptGwd7B3js6b9S5qnYvR1s2tfAzXf9kllzD8d3w4yZOY0Naz9EGGlasnlSvsKPr7uWvO/RQQEhQMln+fChx9FaBhhSHqOxYTM1Q5Lsa+5E0opJBTI7GrZRNXIGe5pTaI15TjjuRDYNrWTngMW8uiSen0dgEFgFmjubMGSVnG3hFoVJt/YTQ8aVJexsgfFjh/Lxlj1IQYiI5g0CcjiE5QaIrIHiRlD0gJ68Q+vevVSPqqfFs8l4Mh9ua2DRKcexZc0m8gM5wjagFAg8sG0JWQpwfHcwT/wr2v8I8Pgq9gXPZtjPcuWvfsGzTzzFKcceDSEFwjpRR2Ug8FFLKujP5jhm7iy279nNdy5YymN/yVASaSfQ+7CsJFZxKSu6dBbOOY6nH76LimkzyApIuFFEEu598GG6q0YiuzYIeZC53Bc4ToJ1jQkuu+oKTjrhMCQ3Rb5nF+99vIz3X+2hsqIEz7OpEQ5ChOgwfETe4TsnLEHKZ6msrAYGZ4/ynkuuvRmtOEdVeRWyopP3HRr3NyArOh0d7SSERWJiDSKfHeTW8DwMw0DSIgRIuK6HJMsgKxi+jIuKT4AX+ORMk5RlUCRL5PMW0XCOLTv3kfcgryjI5PG1ANOwMdwwqgAn1YfuariHKO8USRqMUQkIAh8JFVUOMyQZpjqq0pl1sf3BytpCAIVUOwvnjmHmxOm8uvwdDC2M7dkkI6VUVlbScqAZz3dYvOR41q9eQ7q/l3DpCLbvbGDy6HpMQ8ITAtfPM2FsHWpzOwN5yBsCIbuDQyY5hONIFJdWUz5mKhPHTePbV1Xy+vo32L3PwLbDSHaG9t0vU1QsiA2pHLzmyadw0szRNBxo4obvX0nLhhaIl1ISjVEqSojEo6xduYGtDbtZsOQIFi5ayPLlL+J4Nts/38QLjz/L5s8+p1iKMPXwOfiJGP2ZFNu2d1IsmRwzdyHbG3YRG17Lzn27WHz013nrsUcJfBNcE1l2GDmkmrXrduPLLjnfxxOgWh5RzyDjQ68kYbft5/jJE3j69l9z1fPPUehxyesKsp1l69YdjJo4jpJwjM+Xv4nwdVQcAsnDDXxUbZCb9qva/wjw+E8Sz/j30uuFEP9fuypjZLJ8/dSlvPrKi0yfOp4REyfQU1LF3COO4vNtrXQ29pM1+pk5cRzlFdXs2NbO+o9XENckZFEgYQj6sMkWlfP9n/6WOCYvLH8ZtzTMlad/A2/MOMKREvIH2nGCABQZraSUBUct5orvn0nTtlX88ZqltHV3UTd6Cun+NJnePhp9H01RKC6rJGc7DB82FITMS6+/yIxLrycIBIiASCjEmq2f0a0blOd8Ur5NWFIZO34saiigeX87llOgtCSOZxko0mB+ikB8qbViO+4hztFg0IH1GCYqnqYOEh8L6C3kkbs6SYTC7Gruo8+U8D1wHAvDGkprazOaGuG4w2cTiTrcf/cvUHwLyZdRD4lDeY5EKKzjui5ClfHVOLghnvjz31j58KP/7jN8dccm9JBCTyqNI3sUsqlBIFJkCkaewIdJ8+bx4YerqR47jgMDFsa2boYkS9jZ1MGO1v0g5wiCLIsWHkbtkCK0cBFm3sa0XCTJwfcDrjhnMem8iRb28bIW37v0dG795R1EnRQR0mT6THLpPoQS4ol7/sCzf7oTZEFZsoo/vfcKe9v6yKT62fnBazz3h9tQZI0zLv0dK95Zz6ebNuLYWUJ6mIlqlMr+Hupci9lzx9GRzrGuqZdRteOQbZkXnnqA1SvfIQgnyOcz2J5NznVxo3GMnEDxBJKm0d6ZQtFUPElFlWU0BJKkkEtlqfcMrjvvHL42YwxEQhx76klMvfgS9LxHv1EgCBcIeTHaDzRjJeNMPuYYNn7wEZpbQFay+JaH73v8J671v/fL/1O1Lf83bMaUicHqN579p4/7gooQBtm+JcAMPJR4lHdefIk2y2ZvTQWyIxB5nbNPOoPimEsqY5NyTSLxal57fj2/+ek9xIr2EtXb0R0dGwdFU4n5AV5XE++99iTnXH0TreEkySFV+LmAwPOZOmkclpWlr7eNPdv2Uj1yKHG1hK7eFnAdJFf58v4UoZAcUoHjuZTU1lBdN4pOx2FC3TiOmjIHSUBJrJi3Nm/EVhIUxcL09HUxa9Y0mrZuQolHsXyHaZU1hNJ9jK6MUqRJWIFPWFJpkzyMZB0uMr7PoFiy8BiSF3zzgotg2DAKkSghLUk0HqI0HKU4Wcae9oMMrZCYNqKI2kSCIWVhaqpKGUj1cd/dt/HXJ1ehBBrCN7AcFdVTUeMaUryGQOTp2b79Kz/3Bz75mG3bt+L5LslIFBEEGL5H3pbREqN5edkGjpw6jp+ev5iMUPi8uZXdLS18uP8AfU4P2B04XS1UlyT5wVlnYRgC03YxzDx5w0AJCnT39dB6oIvNazYSd0yKVMh4DjKCkKwRkmRsbzD4m0qluPWWO+jLuzzx2APcf9u1PPu3v7Digy388k9PcNn1N6NEZbRsAb3XYuuqJzGtQerGvvYUT6/6lAXfOp+dmz4jZfZy930PosXCVNfX0WebuJpGKBahtqycXZ9sJ8gGDK8uxZRkzIxDjQLVJXFmTqjn8DkzGD18MPtX+B6yrhGVVI6/+HJKZs+jZOhwui2Xz/buQwoc5L4+FN9DhFUWTp/JG08/TVQBXBPJdzA8aFqz7f9dbcu/mnme92XPQwIcBlkK1bzJ5Dmz2b3tc4rjCXKpPEcftZDAy5I1ZAIlIKZGcZ0BjjqtlhlH3M+F51+P1d+JKbYSFR6mJTA1iaL6USy+6IeMnDSNIsunprIKqVwhEY/Rsm8PXR1txCMxYiWV5DM66DkCz0Pygi/1bBVFIZACFEnCdSV8T9BrmIyYPJVhlSNQJJlcPoviy8w/bDZFWhw/n8arr6CsqpRycRgZ12X7vh205rqZoDlUhUKAh+O7aMJj9XtvM/PUS1BUGV+ScGwXT/Lwo3EGTItkcEgw3HcoWAEhRaW/4yDCM3nw13cQD5novsAzbKKajGkFGNYwCC3CdA38QhuSnMKUbIQUJ7Xjqymu/71dPG/hl+vXPP0wjmWCB5pQOXHuYRw1YRYmsGbXPvqNPEgaQxJFLB43nPd2D5ALNGLltfSmO3j+zeUcd/gx6KqGL8K0dnSQzqYx/RyGa3LciYtZ//Y7CNckLIHvB3ieRaCGcI1B8NBVlb37m2juTNPen+PttRt54v39qKKC6274OREpoMhK89iff8OE+uG4hTSakPDzJqGoRqWkYBp9NHU3seytt6kaXoNh9mP0NVNcXEwBFz0QtLfs4IQTZzF3xjz05j0smT0PXwoT1QWuVSBwBmkgrUL6kONKGNkcr6xYiaslWbVpB+ONgKOWnMSB7h4K+TS+ImOZNiFT4HqC4ROn0d3agpfpQFEV5H9bIfJftn958PhiivaLf+r/iL/j7+3vhzmeN9hV1+WAR5/+G2Z1Oftsi3ibi6vINDfvYsyMI0lZLoiAZEhFk8McvWAhF11yMqve+R1vrmjgtpvvxfIaUbxmsH3yro8vilm7bS/lFSXo7jD6C33097XTtr8JyfPpNX2k8irGT5qGm+kj83kPSiARHOIa+SL9HcD1ZAZyHvWJSjQpSkwN4fs+pUUlREI6Li6W2U1El4nHkjTub8QuBFiux9iKaqrLakm3fMb1jz/PYaOGs2TxAk47+VR2DWR55ZuXDtYHqTKBJOGpCnkhiNXVYToKalgAHkKopEwDSahMGT2M5YGMZ+rYngOSTI8hsMxyzr70Vxx/wuG0t+zgT7ffREVJhM3vvwj9vf/mWSw8+QfogYIaVKDUlnDGGaeQjMdJZxvRigVuYBB4PnkHYqrGWbNm/8Pxd3znewBc++QTuJbO5LIIr294m2Y/Nlg6oCkEVobuTBrflylVSkgXLEJKhmRxJQf7UoTjCZyCged5jB49msYDrfQOKIweX0V9RTUrV7yLZ0nIvjrIkaLLGJb1pXxHEAT89jc3c/Odj7Bs+Sfc/egrVJRU8MSDf2Tte2+yr6WVfZ9+gm508+CfH+SKK27ENn0IZIIo9DXv5Y9XvU1aCXH4wm/x9hvvEJJ0fM2j4PpYuRy23YukmLy+s4nXHn+euqjPeHeA6QuPws0OJr4FQsYuuF+WXfi+TzwS45Gnnuf4S64h1t7DnFkzCaGSDGSsAKRIGN9zwIJP1n7KjFkz6c/ksPIpFGGjfvXSln99JrEvwOILcp9/1vxARQ8p/O2ZP9MV8TlgZDFzeRr376evr4unnnoERQ4IC4mopFCw8mxp2IQpCe6/bzknTq9maGInaz5/mBGzTsHSRiFHy9CTRVSNHMMRC46mJBanu7cXTdbo6xpA9kK4hka6r5Jjj70NuayG2YsWoUoKBOLLl/LL7xgMzoQUl1Yzb+RUJiariXsSMTWEioyqCMrjIXQEaqCS6c9SUlyOpuuoqsrQmhpSvQ3MG1bBref9gAN9HksuvRqzrJ74yNk88sgDRCM6IvCJCRlNkpEUifO/fwlOoCC8ALCQDAt8n0QoTG/OYP6SU/GFRhDYBIZKSB7CySf9CLO/jx0fv8Vzf/4dbZ8tHwSOv7Nn3trKp40Wb61Lk9BGEwQ15GIuJbE4IUXQ1LCF15fv47W3d9OfTZCzwmiSROD7vNa0l1+/+Ra3vvHGP5zz9rPPpaEtwyfrd3DLfcuwPYmrTl/AGXNHMrbEYOniCZyyeCpfnz2OUVGBJ2sosk6pnmCgu+/Ld0gIwdwxI6gvqyUZr6SjuYfy2tHMP+l0lpxzMfG6sTiE8Z3BKWzP83Ach7KyEOXJCCefcCpnfudCzGwLP7z6Yl5esYpN23ewV4nz9StuZ/5hZ5EzVWxkLNkjGU6wbNXHeKE4brqXX/z4DBaffDIT5xzNGVf+kGknLWHywiNAGCiKi5AC1LBGvxzjhr/cC/EiMpIgLwc4qo8UFijRCJ6qIMIhPBQefvRBasoiTKqIctjQKra//yEVcoyQrOAK0DQNIVnoskN70y6OnDMLoUYIZAVNV/9pn/rC/uV7Hv6hToR8KJn1i+GI/18M9IS1AFuGZx96jczsCcSHVCAnYiTLkrS1dlBaP5zLb7iKO3/+OwzPobQkyfnfuhrFHqRnU+OVXHXpVXxj6WqefPwvnHuuSS7VxJDiAYyePg4eaCBeX0ekqISeTCc2AbZShBmp4tY//ZH6WpN3Vrps++wjPNfCRwJZQ0iD4kkeYJsmWVHFMTMWUpqIUxSLENZUAtmluDxOw+5tbPzsE0orSpk2fSGFvMyQaB2ylCWsqfS096AF4NkentLPtd+cz+svP0y7p2HEfF5Zv47TU2dQGilF0UHyBVnXYdHscdx5nwWRIqKOiaMGeI6M8C3OOPEI9s8Yx949TWR3bQR06kcuwVQTSJbNunXb2bj2Hzn7313TjGcHRDxobWilsz3DQCpFEJLwjDz7G1u4947H6ZPLqRk5gZPnzqK+UsPK9pK2+7ElE9WxKdbCeEHAb954G923uerkkwFY8YuLAHjujue5/sz53P7Xp2nPG7T3ZDhw/4sEdpqyRDmx8iqSFRKmLYHqMZAZoKysBIzBYZkuyRw+cRS2YdAVjbH8/VXs3riO/R0NfOucK2htKbBny1YGuj4nLhUQsoxwYtxx4zVccvnV7Gppo3z4RGw7S6AoZPsFiVyGNW+/hm8byMIefFd9Qcp1GV5czjpfJpqsor2xkSPmDKE/myDr50BzqJs0jJ0b6/EL3ehKARcPfAnHlsFz0BBoaoimrh52N7fRbQuKaqoQBRPRe5B1n64hFS2iqqIOt30Pt517AsWROBff91e2SyFMycaRIuC7ZDM58pkUieISMgMg+9mv7Jv/8gHTj5Y/B4AYTOL4spv/XwUPRUjIusbGjz/nghtvJiiOEh9ZiRbX0KMJTMOiY/d+nvrjHVRXV7Py3RXcftvtBFqEfD4/qFjvhSgpVgglozzz9gfccstdbProIxJyH14oQsnwYTQdaEORVay8RG31VL579nlE1RaefPlpKkdU88pTL1FbXIZpWAjkQXLmL4CwfDTXXnMjuu8iPIPikiSB79DZ2cnW/btQ4hqea/LuS2/wzEOPE1VjdHb3gzIogu37PqUY1EdyNHz8Plf/5k6SMw9nzY5mao6chxIJ0799C0/88XZGVo7BDAJ8SSPwXfa0F7j8loeoSAhU1UGSBdPGD2Ogv4X2TCennLCUH592BUXxGs4552L6B/I8eecZ//AbP/TYp/S0D9CRyhFKxBk7ajLZrMzfXn+FfN4BW0UjipQwkaIlnHPG15g2UiIRl1ECH8mXyRCwp2UXEybUUltRRUvbQSzLor27A0OR+N68+f9wzT+++zJbBgoo0RiWE6AJnXVrt9K2p5nK4gpEyKK0tpRApJg1djwj6+rRNQ3XtklKMrFIBNdx0GSFvFLJQ/c+SVozOHxKHV9fNJflq3ezd1cjn77/KlE/hW/Z+I6HHopSUl3DyedfzN0P3E1JexfvvfA0VcVxAq+A7TkEh1KQJEkimozyrQuvZPH1P8MqZCmNxxk5aSqvr1hFsiLOZ3t24zseE+Ll3PHL60kUhQhFY0huwKVHzOZHV17Np1t3sasnRaMjYUoK1eUlGLZFcTTGr267i3mzJ5Pfs5O3/3QnhVw3eD6BEubp91bxcFMrdt7AL+RQPJfAyhMPR5CUEB1trUTkHJ+9vPIrBUz/tcFj6sRg9fLnBwHD+0ei4/8qeBBIIDxcofDn3z/AK6s+IF8WJ1ReiiVstEiUkCdTSPXgDmRxBvK4XoDj+l+qxpdUJpAAy8gykE1z3a9+x5vvrqN1+z4SFUmURJKB/jS1xeVoephjjpzLpx++zgcffEDN5OnIUZ30/gYCoaIqGkowKFL1hVSkGkvy0suvsmLlagbSaURIwgk8kMFyPPqzvWxbuZKuAx18Z+m59AY6Q4aNYvao4QghSCaTmJ37CDdt4uKbf0X1wmPZsWk7W956i/N+/mM2ylBI5SmS4doLL2DxvIXggiNkbNdnf5fFTXc9Sdq0UYM+Fh81kx2fbyOVDtBDcYqTOhefsoR0b5pvH/WP1LOX/+IlhlaOpKaylr58imSxhiqgL6uy7OUmxo6pZeKECrrbmti0t52zvrOI+nKHwPUIRxUyWYNEooiD2QPs6d5HvEwn6tj0dnezd/dOjj7u6/iahhSLks/nOX/c9C+v/cN3Xvoyv8Q0TcLR/8Xde0fZWdX7/6/91NPPmT6TTGbSe0JCAqG3UESaCCpFRBBRQQHFggqoXK+Vq8JFpYiELkUUrwiooBBpIaEkIXUyySSTTKaeM6c+be/9/eOEgN7v77d+i98/LJ+1Zs1aZ531nGdm7/05n/IuSdK5Vvb29JMfyrO7PEpNlpna0sQxhx6G73kkYjG0VhBFCA2Nbpp7fncvnzz7PG6+/3/oHxxBWAaHLVvM7BldfOua79AiDCjkMSNJtVrm2BNPouuIZfz51/dy13e+yuxpXdgaBJJI6P2laU9PDxu37+DN0GDuoiV4fo039+7ghEVLKFcdNo3105aM8/CKFexcu46gVEA4NtmWCdhxi9/+9828uX4bY26c4ZpPxZfkkmlqXpGmVBqtNQGCBtumNak5ursVAg8hDIZGa2zo7eP2dZvYUSlhliuYUUBUKTJ75kwWLFrKXbfeSi4R8tqjz7yn4PG+7nloBElXYowO1KcF+x5XvQtuKvYZL4t9/qlB4BOGZQzLI2X6dUczDXbC5vILTyMTh8pQEV2u4ghFKm7TMaGVXHOWqgwIlSYMJUoostkkrW05dBThex7CNGlraOT+226loyXLvIOXMrdzNicftJSFndMQtZAFsyZw3/038fLqVzHtVg5Zdjqb1uzACxRSGIS2i7JjaAWWMDEsm6g0xjMrn2Lr7rfQdohyLbbu3UPf4BBxByalMwxv3UE25vDE00/xiY+dz+h4kY72FqLQw5M+adflU1++no7FR9K3dTudMcHvnn4IlRZUh0dxfEFZWOwYHeax557kjbUrcYrDtLkWCzpt7vrRZXzjwiOZObWF7Tt3YpoJ5nTP5DuXX8kz993Nxeee9b8Cx49+/gzTJnbSknNRYZGkDQnbwTJcmrJxzv/oYqYviKhUy2zcuo0vXbGcpkSVwIvAMrFkRGODS8/QFgaqAzQ0xTGRyFiaeOtEJsw6AB+DUjWgkC9RqgTcvvrl/Z9/80kf5uYPnk1gaIx4jLCmMCo1pnZ10N6oGe3dRAaHgcE8UljYhk24b+Ll+SE1KdlRHuaED57FOZ+8FOWNkmhoJMxMZP22vfxu5Wt89LOfY9Fxp1B0Ggm0ha4F/PlvLzG4eT3f+9G3mLVgJtqoNy8VIOvOlhiWw+Kly7j7909z9PJjMFF4kUB6guFKlaUL5uH7PjHTYM/mN4kJhWk7JDNZQhVRjjTP9Y+QzzYzXIlIxjNkEzH8oExTNkPMNYjFNcMjOylR5dWdO1m9dRuZhmb29O8mVBVOO/5YJqmAeMzBcgQaRUOuiXkz52KFkmTKpRb9b/eB/6/X+zp4mIbgK1+4kk9ceDmOUyc8KVFXFPt/uhpTKfpeeYmElSB00iRcg0zcJmkJvvilq/AQKD9gcOcuvP4xhrftZOfOzeT3DhPUPCzbJJPJ0N7ejmkJtIyIQomU9R9lGgShx7pXVjK6ZyOhqPLKc29QK+fJNAr+8szjBIFEiSyDlZAvffkiwtoevMjEsNMsWLyMtq5JSENgmma9IWeY/OTWW3nu9VdJNCYZHd1NezZBRyaOZVmsuO3WOt6gVKNvYCcNTpXCwHp2DW2nKZsmZdqcctbH8LMNLD3sECJDccW1X+VPr73Gup3DHHnoUezcM8QHjz2ZjJPkzp/czF3fv5mMr+l78Vmu+cwn+dJnz+O73/oaXW0NZMyQz51zBqcfeSB/e/x+JmYTDLz1xj/9n39x96ukUzlSKQfTMsA00MqgMFahVIyoFn0cp0zOzfHkE3/i8i+fivJLCEMTKEktjLCcBIalufa6y7jzxq9yx/e/zP0/vZ72xDh33XQNAz3Pk1SDTEyHJKwaYVCibUIH1/3ht/+86NIhZadpzKaJC1ChzzMv7GJPTzvNzsHIUNS1XfbvK4NARoxWyuBF5MeGmT13Bj2vryEZjpCyfEYChSdjrNu0lVpU4ROXXUl29hFUjDYa/QIGGe587HHuWvkKO6s1PLM+1fvX0WctX8KMfFqyWSrlAk2NMXqH+1j55rPMTab4ykWXEpUFlUgzZdZMyoVx5HiBlGvR3NZMJpuka/IEMCK8sMTwWD8lf4Q9Y0MM7MkzYdIM9uTLCCvFhrGI3/zx73S3TWV6Yxtb3lyFdiSNtsbWkHRjdHV20tLSQntbC8V8AduJv+fz+b4uWxbOnq4ntGVITZjNURNdLv3yVXiRwJUmkVGPmO8ey9YNnyzOPPXjJOIWjWkP3ytjOxaDQ3uIkp3sNmxCX1GTipjtIl2IxyzKxSpIRS6ZxtxHIrNNjZYRoVQgNLG4DcKkXI0oVTWGleTgw5fTmW1gx8BaNm1+HSEMkD8nsrYAACAASURBVDa9fXvYuL2Xiy44i+0bN0CqnUVLFtM8qYORgd1sWPUKGbPe6ZYodFuOcUsxunsPJx+3nEmTJuFLiZCCJ1esIBlPEymLmmPx5Usu5id33Eb7pE7u+M8f0tncwpKlh2PZBulJkzFiLgNDfRi2S7EW8I3v3cCErvkUdvfyg29dS1spz8u//T2lUoVYNsNHLruaoXgjlqOZ2D2RcrGIqAi+edU1nHL8cTimx9COurPYf97yOLlsI5FnEYUayxYk4mlcN021FuKm6r/Bork5zp13/IELLj6N5iaF41gIYVH2NKarGRsc4MqrP0HLJBslwbEFsZhBat943jRNbFsyOj7G4qOPZdaBS5HKoep7KMfmOyees3/tf7TyWUwRYviCci1guJYlrjvZ2v8ma9b+jnM/fAbTJk4kVGEddOb7VAIfrxawc3yEdWte5pDJk3n6kYdxO6eiOmYSyQROMkFc1ZhkVpg0eTbr14/w/MNP8LmPL+cXP/omt91+G6XSKJd94jyolYm0xNQmoRbkmpr54IfP5bzrriaZbuLJ1a+yrn871WqVyc0Zel9bz/i4R0NDM4M7d2DJEDuI6sJK0yfzsc9cRnG8ijQE+aFBFs2fy7dvuJapB87jtFM/ilXRBFIzXqkwo6ubVf/zCDdecSW5KAQtueI7NxK2dzCsoVgbpaOtjXQyyeRJXbS1NHDdddcxffp0nvnlnf9+ILFytYpqnEafCa+/8RqxhItfjbC1hRT/G5NvGAZaBvzgZz/gkd+v4nd//HPdqqAiyXVPZ3DPLjzXwNRh3UE+ZZGMJRCVAFtZOG596B2EPsKom2ZLSd00m3oPpFZVCBVj7txlzFpwGKl4EtvpY/OL61FSoKRiZGQ3J510GF/4zJn0bV6PCFI0tjYzd+E89o4PYdoG2qoHKBOBISUIgyjwaGlu5S9PP8MJp52KkUtT6duNoSEej1PzNR3d3Wg3zaHHnsS8OVO56BMfZf70LlLKxyOOH9rguHjaxY0CGoVifGSAkxYfzqe/8wsOXHY4n1w8CynzxDMGjh6hLRlQCsfJezG279hFoGPkd/kkGhsw3CxDPe9kHW4qSRRJbCuJV62QTmdxHIcgCKhUqtgpF4RCa3j1lQ2cfPzJJFIhrkyjZKUO2MPi5VWv8pennqCtrQVLDGMCppLElYUnTLSM6p6uUYpUvIONb27ghRdeoBqFGK6Dadqs/vq5PPH9uh7FV488jluffwJPGhRqVRZOPpTxSo1fPfQUM2dOJO7GSMTjFMsBWggaU2naVArhRHj5EUo9vTz0xBM0NuVwRvqRjku8ZQZlqUC4bKqajOzq58BFzXRkzqShM86aV/7MhaefiGE6aK+CNgzQGiRYlsV4Po/lutx65x18/OLP4BsGkZnBsRyee/I5GlRAYy7DxWefyk9u/Gmd2WkYRErha4PG1gls272eVDxGR1sn//XDn5BwkowUimze0cOMpg6STprebbvpfWsdbz12D7lrLiMo1qjZDt+/oR60rr/xxzxXqXDgokVs3LiRTZs3sH5dDcMw+PLVX+GZX975ns7n+zp4ZHONjOdNamNleptmctSJH2HZ9BbmzJ1Nd7NNZ3sbzY0NxKYsJh5LEEqFckymzm7j69ecxXe/czGbNw3zyvrN3H3Pj1CGxA4lgTAQtkUqnaVYqdHa1EAi7lCpjaMxUMoincmgRYAlq7i2iycFtUK96/Lzn/2MNzds48BDluBVR/jc1TcQhT52EKFNC8tN0j1tPr+55y5sMjTNmcnJZ53OnrG9KNdiaHcvKUeCLzGkIBJ1F7oUFoVCiQY7ydMPPsaXvnUdN93+a5rMJNXIRNmC1uYOhsaHePGp37LmiRA30qxatZ5A2BTDNGeeeQEnfeB4PvvZcwi9YYQpeOiX97H1uZeQ23fTN1okffJyfv3YE7S35Pjp7T9Dt0wltBJkTE1VxVgwZxmXXHcqPZteZqznuf3r8b3b/oBdjQhcB42P65hEfojrxAkjTSqbI+2kcW2PUrlGubKbWfPnoaSPaQVEoUVzJsndD/yOTTt3sXdgDamUh6xphKUg0njVEEGI47qY0qAsawjDRHkGHY3dFIpjRAi0NNm7Lc9B557Mqw8+CcCvbv4RXbNmkGidzYTWvfxyxV20NqeJyhVWPHgfD/30p2zZJSGUNGQSiNAjlk3zi0u/T8aNETOTVCqSWNzA3NtHzZOkpy+kFNmEgc+eoYBaocKUic20T5jMlM4p4FcJRY1IqzqOBBNLGGhT8/qadYTZOKXRPL29m+jIpKj4cQY2DpAsefhaM47PLTf/HNOwiKQilJK4k6atuYXOxka22ILx8hhTumZQLo1i2Bo1DK2ZJAvmTmHt5n6s9ka8apnshOkgNbaliZRPcXCUe265lfbu6dhjRTa88SqN2QZ2F0s88eQT3H777ZiB957P5/u6bFlywHz93LPPUqpF3PLLu/n9C8+Ras3iyADPrxHTklhYwxVFBgoFci0dHLZoMVd/6hKScXffRMPAcdIcdMAsws6pVCIFjoMwHaxshilTJjPU14ss5RGmQyEQTJkxk5bObsphnJ4N/QwODpKM5Uinqnz25IPwfMmqjZtYeshS7r7/V7gNTZTGa8QiSbFU4syzz+L3v/89UWiy9JTTaJs/g/a4zZY9fWQtzdN3raAllSX0AqJIYTkOZS0xchmCSKLHxjGFoK27i207emmNNxC6cXzlcs5ZH+SxX/0cR0f1Bl0QIU0LGZ/MAQcfyNf+42r6hrdz4cWXMqWpi7gSNGdMtu7wiMhiiHHspjQ0xBBmnJqfoKUhR1PFg3AYv1bgpKOW8fJLqxgY7GfdX18E4Is/WEEuEScmYsSSDchQoJVD4EtyjY0YhkHohTQ1ZrATgttu/zXtE1ro6enBdZMk41nOO+tkHvztY5TCiKHBlwhruzGFJJ7MYtoatEKrEEsYCMvEjceZ0D2bvv49BFFEqCS2GdRNobWJ3qfpsu4PT+3fM5OXL+OKr17Lrfc+RohLIpXk9GOO5Qf/eT1r/vYXCmPjiESMLbs2s3bLOja+9BKVQpmBbXvQUUQoa2RzGZLJOKYt0Lk2gtZpVGUcKQOicpm047J4QpIfX/gRGvFRwiJUdbpBFEXYhkkUKf77l3fz+M5+xoYH8YMiTc05/ChgtG+IWGBgpNKQsFBaIlzFBR//OH944FHCao2LvvQFigq2Dewl8qocvfQofvjd7xNEASLmYrXGSTcmsRs68ZNJImHQLENaSwUOzrbzzQs+h2FViAKfER8uvPnnpCxFZ+ckpkyfza6BnRy2ZCm5VJrjZ8779ytbtAbbG6LZFFx/5Ye44apPceu9j3P3009DOokQkkrVI6SFmccvZ0LXVFonTOSpoSoj29bQlrQ5bunBJOLgJsGjznEJwpBsOssBBy5j69a3UKGPsBpQRpYTP3QGvcODxNoms2zBbG64Zj65pGZoqJebvv0fTJ40gb++9ho7/FG2/vlhsvNmE/o+VhiiitQPvwwZK47yjRtvYlRDTHkYWjGhowVv104a7Bg6lICBAKJQYglIJNMMV0rEUkkq+QK9vb2ccsbprFu1lsOOW05LLsn29auxdISIBCYQCpud23fywN8fpBgqfnHLLXzmistwjEZ8P8Gxhx3OK6s2ccP3vkWutYXSWJHXt27GTbh0tDQwqSVLfniEcljg0QcfpeK4PP7iVrpbu1h3/8P716I4nsdFYrkGOvTxagLTcjGtBDUvIO5YoCI2rF/NqtdfRklN36ZRYrZNzDUoVYa589770K4AMUyhsAdXhOAIAhliaYUpwBSAViAFtUqFvp6N+GHE7Llz6entRRgGUoOWklAqhKGZd/oxvPWHvwOw45lXOPuMDdRCh3Q6yweOPoy2tjZOPOdj5P1xMkmThozN7/+4lg07++nbNYwqV5m7YCbrN2xAlwVtre1UqmXGy0UStQqyVCbWvQhfgm2laG+eyKQ5U/jH6xv5wJK5iH2iGFLKup+xVljJDAtOPZ2n7niQKBwhigxGhgpoX2Foi8CGrOVQjhRNrc0ce/Qx3PvrR1AKZOTw4urXaWjtYHxohGmdaaJqhe658/Edi5KKKFQrjIQGdqVI3ICSFxClG/GyjdSiMlP7N/LM88+wbusGlh14OPGGHI4l2Tk0yHgIp5y0HCuUjBfL7/l8vq+Dh2FqtK2JlICaIjTzXH7J6Sw/ei5f+fYt7ERjOS0Io0ZXaxw35VNxAxotjW5so1fUKK9+g2k5k7KTooLCdGO4Is6MAw9jaHeZsTEDYUzAsLpZcthcFh1yAJ+aP5MGIrbu2Mzm1c/w0jNPs/2N7Vz16QtoSAmsbJJpSw9m6/aNlAsjFIfGcLEIxsc55eQTWPn3vxGTGhEGWIZgQls767f0kM1Y/OXPz2AJQShDZKQAA6TGdR1aUimiMCSMNK5tY2o44aCljO7qY3ZbiuHtW1m38h+YhgLHIPQ12USWiVOns3ndemYfdCBbRkPWbRrgjhv/g6kZk59c921++t1vMmlaiBMLKddMjlp6EKFfp+iXyuO0Nabp2VGkeeIkrj/vSGL4fPyj5+9fh49+8QbsagXfSeDogDAMsd04pq1JJjRNSZN1a9fx2po3EEhsNKaWODaYNoTVcUwp8Y16aWLbHglHIYRdb3ireroeUm+AO65AaIVpmFQqFbRpsaV3G4VaFdOwsW17n8i1D56BxT9DrFe9uonTTjoMx00yXhpjOD/A4nkz+c1jv+WS007j5FPOwDDgim9+k3t3rWX7yBibe3xiCQvXitHftw3XdUnGBGXfQckyHd4IXqyFhtYJfOjQRRyyaAbPPv4oe4o5Jk+eTFCukEYwNjyInW7hlc0bmTm5m2NmT+fh/u2AjY48HCdJOYgATZWAj1xwHsVClTvvfZSlBy3h6CMPJQo8hkt7kdpDl4Z56v6/cOa5zYxsHyBQkJzZQqI1gVGNqKmIqFKlJZXCq+UpaU1Fab56969ws1mCZI4nN77F7OY2VNVnyYFLWLhwIVSrWHGHyPs3LVuaWpv0Xx/4FYsOmEctDFHKQCmNZTqYSZf1b2zn8u/eSCWn6OjoIJlrZPbCRcQci0ntExkuDiOJeOWPj7P1zQ0Y1XqqP+3QpaS7JmLHNItnH4EbNnLIMbMwxscItvUwMdeEmU2QTsV46JE/oMKIIw46jBlTm/nG976OmjebbcMFNmzeSi2v8MbHyNoWjtQcdvRxPPzQH1BBwNTFU/jkZZ+nLdvOll39jO7cwF9/cz9CGkRKo6RGYCK1wnEcKgYkW1oYHRomZZiENY+W6ZMxNRT7diEDiZYSlMLQIKWmJly++p3/JNHVQEdnF9l4jnsfuovev/4JK5RszucZ3daPHxX5+je+xqcvvwpfmkQiQalcw6+WaMvZmFJx0fkfYtPaPFUJxT2b9q/D2Zd/C9MPcdxGMqk2HDeHayram3Ls2LaJ7X09RKGiWqnh2CYIhW1bKB0RKUWoJBIDjxBtSQb61yLCcRzH2c83yTVk8H2fIAiwnbo2iBACJSFQklQuR8X30MJECIFlWcggAlMTEWFYLlufqpdYEz7+MeLKYvkxxxH6PplUA046QUNbI799/FF2r32NWs8OYqZFyo4RSINyqJAExByDeDaDbdugLJoa2ugZGKFjQo5sWxuf/PSnmNWaoqdvkM1ejZ9+5St06nEWz5nGhFyWqy/7PE2NnYxUSqRzjQRjHh++6osMRTVk5CFMmzAyCDxFJpfAiIcEhQLTuiewcf1bdLZ3MV4oYman0drejqrUiPbu5tqrr+L4o4+he9ZMoqmttJ+wjFHTxA3qA+goiggCH2eff44ATOpi1Lrmceic+RhVjw+dfjpSSnKx2H7dm7MXLv33K1tqGn63rY8x0+KgmVPBkBiYCBURVTwWzGjmhcdW8Lkv/4CN/Ttob8mSSeZJ2U3Mmpgl7ZS4+Uc3kN81iBkaoGNI18HM5Ai0QViOUSqOMWVWihsvuZA3XniWtza8yfDYOFkRcNt//hdfuPa7VItjaBRRqNi8fheF4QoDlZDBiokbz3HmOWew7qW/0e7YrFv7Gld+5XLu+Plt7Ny4BacyTCgVR0zr4JqfXE9S1csnGdQFakwDIjRGEIJWNDc0UiqM45UrxGybUtkDy4Swbtqk91HE/WqN0HY5/PhjmTytg0u/cBkv/mMVTz/6G/586y9oTqQYDQwSnXMY2Q1p7XHTT+7glp/ezIq772XJsoNxTJ9dhe0sOew0TBkjVJP47n/dSN/ON+Hr3wTgvM9/ByOsK09F1QrZVETaDVAq5IV/rCIKa2gdEYURtg1Ke/VSTIZIpeoufVKiTYOICB36yGoJ19VoFe4HDo+NBMRisX3yBHXSYBSF6EjtU3CvIpXEMutgwLBaw8RGEhJpE1O17d83e+57iEkfPZ+/P/88n77wE4xVyoReQNaJk0k10h+GmF5AVQREGZNixeNj532CF1c+g18aAxkxur2Xfzy7kqZkknMu+RxBoNn91gZ+88ADHHjQgRx3+BFs37qD486/iJJfpne8gINFpmMJgSrQlNCowKN5ShNxWyF9SaRNhDAwbZspmTRj4yMoIOmkGR2LmDxpAfm+XTz/p6doiMXwfZ+4YVKzxskYgl07NzKnewY7dg7gr9xC82EHUxbV/QZlrlXXiTEtC2GZaC0wYi6ZZAptmZx0ygfrfbK39WYNg/8/ucP7GiRmGCZeNkUlmaYcSUaGR+v0OKExtAlOiBns5ntXf4CPLl9K/7peHvzlYzxw96388dG7uOri88nvGEMEMYIwTmjbdM9fQENbJ3EzwyknHkVhaBg1rumrSVomzaQ2XMTVMDQ0xNlnfoRipUyEjxQKP4Dbf3wH/Rv2gsrxpSuu47+v/zanHnoEangMr1ylVi7x0gvP0pCNkTBjjA/tpSFlcs1nL0J4VZB1G0stJTqSqChC7+O5GMBAfz+JRAIFeJ5HUCkxffp03EwCxxGYhiIIa+CYpBtzfOCDR3HLT29g0ZRunLDGPbf/gq5sI+MBTDvwKM475xKOO+FE2lunoVUz1BJ89sKLWTRjGofMX8jZJ5yHrk6kWG5hxW9/zlVXnsmKH//H/jXww5BquUyp5lGp5ImiApk0rFn9PKVygUhLojAAIrQOcGwD01AYqHrmoSMCGRDJgEj6hEEFyxKg9mlyajB0nYOkwggVRkR+iAyi/ezjtw27HMtGRhFhGNZBe0phaIFQMfLDgr9s0/+0d0zL4cmn/oQTt2hpbqA6NMj0bANDvb3EHIvAUOCX6MjG+fvvH6I8uItI+Vja59lH7mFi1qY9o/ng4Qsp7B5gUns3u/cU+fua7aTTKY6eOZvOznZioc/i+TNpmjeFjVEBK5smEYvhpFPc9uvbCRyB0gK0icQi41pcc8VncSJwsGlIt9LoJLGLeZ594C7aRJUoGkSLMSKGMYKQyDf5jx/fwwGHnUzvllf5+ifOxs7vxbRtjH3M2Vg8iZaSIAjqAcIycVIZRDxBKCWO49SRsAIiKVFaI9V7R5i+rzOPSrHMr2+6g/xxx1GcP58zPnwGoSHZsHULbbkMt99+D2t6txK2zKNQDFl+zpU8+uCj2MEIv3nwSWIyh5ICQ2vcmE3U2EhjVzeeX+X0I49hzasv0ZxN8bWvf4EG0creveN8+8ab+O61V3PrAw/wua9fg9rwOtlJ7RDPUqiV8GSZs847i9i0OeTcMbxakb7COGOGiRNJ5i1YzKqXXiJumCQSce6+5zFkdB8tVoxQ1xGlgeeDFvhhhGEaWKaBoi4KpPIF7NZmRMxGVesWlc2ZNL1hiOMmMZ0048U8rutSKQ3zw2u/QRT4BIHgY6efhOdX6Zo6hcmtzVx8+UXM75pJdfNf+dQJl/Dcut08+Ntt7Nm+FWI2VlOGOQd0cdl5J5Jyxjn3lONxlcNYsbJ/DaLQQxBhKkEslqTq+Ty/8gVkVB9bF8dK+2ndwhBEoh4wlFQoYYOhUSZEOgArQnlV/KqH44BlvSO18DbXR2uNMDVaU1dhN+u2AW+bF5mGTaQkGIKQEDsyCWUD5190PeXR0f3PbRo2njTYNThGLV9hMN9P94SJPPrgb8g5aXzPIy4NvEgRhWVM08QyTWQIE6dP4qYfX8+Khx+DUpn+XduJbI9xI89dv7yNlatfZtULK5naPZWaV2Xi9KkMFcZoijms37mDP/7tLaxCnjkLFrMhOZOeyus4toepqgSWgV0e5/RjlvLisiPo6R8gbQXMnzuXr33xcgIV8Nq27SQb22lLWkRRBYFGC8HHLziNaTNnoFSRPz36GNmp8xgvacK4RSg9DJUiqIbYjomTMAh0hGFZGJZDQ2sTURjgIhC2hSlMoiDCst57CHhf9zymH7hUz7vkUj66eAknHbqEjf072Ds4QFAYY7BUYVe5SsP0WXjlAktmTCNnSFKWzZFHHcOkhiSmjLANB41BWZgc/uEPIxUctGAhwzt2YsazrF39Gr0bNnPaUUdy24o7iNmShVO7+OMD97J57St8++G7KO/Zy+xsCz/+yS088uJqRpMpXDeGsmF4eJhKKHn9pdXUdvfj12rUSuX6QTBMRmoVkok4buQRjxQyipCqTryregGGaWM6Jq5bHy2bwiDWmKNqCqphwJTu6ezp3U5p7xBd06YjLQPDDzE8j+07NuP5fj09NQzi8X1Q41ARKZ9UzKSjKcfJZ59KKpPBM12OOfFUmjKziXRINm2ycdXznHnaB7FkChGFhAJq4/UO/Knnf5ZIu1i6XlPH4wl279pLOp5ARXVRGi0ViroymhACKaI6QjeKEE49qEQiwo8CpB1S2NtPMD6EZdbh+YZhYNs2SkX7+UnC1Pvr8UgChoEw6hB4gUlYl0bHFJrIdNjVP5N7//QgojLKeQc3A3DolV9FyhA7FufQAw8gk0piCMF1V32RtCvIIohqVXyt3vlcIeq9Dq1pSdjMn5ims62Dh//8Epk5y8jLEIb78YyQCbMXcM/Pb+fau+7EdA0iFdDZ0syLzz7DacuXM2nWLF564GF+eMVl7NpZ5ozPfAWVSUCszGzb5/FbfkqyoYuH73mac849gUpUIZIB28YrpCdPp68kyTmCnpdXcsohB2DU6v5EkdDElMvnvn8LI1aOgmWzwwnQdoAql7DQaBXhI7HjFtKwiAmLc489kY5MjrTt4Fo2AvbbqZ41b9G/X8/DIOLTxxzO5LTDSGEv23q3MruthWXdS3lz724a29t5Y9WrbB/cy1PP/oXO7m7i6RgzWxvQnsZTFpaO0LbJlLlzkFIyqW0Cfb3bachmmTlvCq+ufZlPfPlzHHz4fB559reoYsCmfI0VK19i9fo1bMibKCayvayZtmY9yZYJjI/n6XIEW3btoeYK/MBnQns7qzdvxPQCVBQhkQgklgWRkriJBKpQIpKqjpyVmmgfOc426tMDy7IQUjE6OERiYju+gB179qC9gEQ8yXh5lJqAhNSM9O7A930UFtq0EGjKlRqmaaKiCCEVxZqkWBpmx89WkMll6JzYzLbnn6QQecTcOKtfeI2xUQMzTIEtiP5Fhj/wIzCdfSmvwdjoCLZl4vt1wqG579BJpdGG2NfjqE+QlIAoqD+PNgWaOjcojHwM8x1KwduKWO++3lZ+BzAMC70vkGil9os6KymxdIxAaQ5asoxUuoYhE/vv8dJNP+LSW26iZ9cA69ev5/jjjsU0Ta64/jq2rVvNy089jenYuLyjeWsYBlpBqVjCizJEbc2s2ziGyEymKdeBrpXYWdzJceeczYZtb9GYy1ErV4jZMQLfR5ZLtLgx8kMV/rbyt3iFIe751YNc/fmz+PFVF/DFb9+GNaOBWCrOpm09zJyX4YxzDsVXNRzHwTJsfB92Do3jJkzGzDiNcxeyauM6DuiaQrKuIcZddz9I3rAJUbQ4GVpzjawd2UlZeFhCEoQ+mCCrEiseI/IjGtMNGMLEtlxilo0Sql7C/LuWLY6CIxpTGELz5s49nD5rHqnQo+KNMbs5TVDNc9zCmQhjBurUE0hnGjn3wx/BDySB1thaoEWMMJujcepUFi1YyM6tvTRmMhRDn92VCgcdv5y7//o09z3+EKJjIiq/g5buLm6+525iqQxeEBJYCa79+jXU8iNUIg8Xyd5ygbFKCcN0mdDWwYoVK0g6MWrSBy0x9tn8xS2XMuAGICOBrilUKJEqQou69YGOBFYsXp9K6Iis7WD4PraO+PIXr+I7X/kGGVeTHxpHYFAYG8NUYDsxUArLACnqB1ZLhSVAGRBIE0KBlhpvsMTQYInXYP8kA+x9RkASItCGwCu8Iw7jy4gorBE3TEbyHoaqw67HxoskTQvbcRFKYph1XVa0RCmTIAIvkCihUVGIsARSgzA1mVSWWuBjiXovwzKt/XX4fq2Wd0lOvt1sVQDCQEQaYx+hsIaHaTZzwfln4xeKhJUEf35Tc+IB9fu8umYtBx+0lGQmy/qerURhyP2/vJVW1yCRjCN9E8OwiWQNW9sIbeMmc4xX08ioRn/vLuKJGNgOzW3N9L68kyjRjpOZwKZXH+IL/3UD6eYUhjaZ1DGRvz72EM2uw7FHLGPmvJm8uuY15MyjmDj7CF59+jfsXfcwl155C1uiYVa9+BwLD1yGYxr09vXx/V/djtExjaPOPI9YAsJijeroODXPwzQbODyTJV/M0+FkeXnTBmSuC19J4oYipkOWdE5jVV8F1w4oFfNIxyCZakAqxRELF9Ld3EZY8UmZNrlkGi+MGKkUscz3btzyvg4ergGu9DFMmzmZGK6fRxugDI3W5n69jVAqjKAG4RhvvfxXjO5ZJE27LlufSDJ1zmxGdu9hKNGAJSxyU6eSdCyKtRqTJk2iNjqIYRi4sTiRZeNJyLRPY3S8gJWdwEkHLSEYLxB3bPaODqEE5EslhGmQsBIM7+gh5RpYhomn62MyoUFYJpViCTuVqgOMDJeWOdPYs6dAce8gkFzxVwAAIABJREFUjg5pcpLodJrJiw7AyqYp50fp37iZYDzAceP87Ic/IhdPor0Cds1GxRzchokIGSGiAKE1MowwtERpgVaKSERoHWEa+8SGpLGPp1P/Nn/7Wxb4Jx3Vf73eLmn/9XfcdfFrXj3NNw0w9DusY1TdXMo2wDTxQg+lQen6iFkJsGMuJsH+XgcCTGHuL33eHgFIpVC63kvRaFDUsw+jnvFY2IwXXabM7CSQeTBAvIvVOqmzk9WrVnHCiUfimpqWppmcde7VrHruBaJanuZWTUJ7jI8P4VdKDA3lWbboEBqmmuzs30FYVSgnoLEhzep1LzJ1znSOnLiY5cedTyozm4IuEI9r9m7voTC4lVnz59KRSPGPV16GXBaScdonCK7684vc+vLTzH39FW788ae56zdP8PDTj3N+dYxrf/ALXtI2pVg702KNSM9H+jV808KPQoZGR6gEIT+77S9cedHHIZWmpXMyg+U6U1ZpSUwYRJFHWkUk3SQF34Caz8ELptKQzdLgxCiODTBv6nSqw6O0xAV+wgFhMl6pvefz+b4OHlIb+KaLVxwlk0zse01gKVDinXTLQiBMk6HenUydMYN1kSARj1MFJs2bTWQIDpy/ALyAhoktlC2fIPTIppJIKanW6oCmdDxNPpC0pXKM5vNo26Kru5sZc6ZTqlUo5UtEoU9NRgQCMm6MwYFt7Hn9DdJGkpJXwzZNhAaFIowidBShax7aiiBSjIUlzrjqArTUrPzrM1QKJZpzWdLdrUgEjS1p4l0dNDdMIJPMUisL7r39TmK2C82aU88+i127d3PQkiX84+VX6Ghr5S9PP00qkaC8ewC74mEpH00VI4oQSiIF+1PUt7VP3v52f3fw+Nf+l+/7dUMnYYCw6uWCUriOg5ISXysipbFCuf+eUkhkJMAwUAoQmjAKsVyDQKp6Y9JxEG9nK4i6hqqs+8vUr3cCm4FASkAYdd4YdSQnhoEpPMZ2jWKkaiTKLpGjqQs71q++3u20NzexvWcX8aTDtO4imBtQs23MYC5RZPDnP96LpoppKVLxNI6liIyQlmmTyO8eRsuAWAwKgxW2vrWazW88y6UXHcGRFx7KSNVkZGSU1e1d/P7ZR6gUd/PGUJF4Ls6FF3+Km2/6b04//gjKO7bTMm8+D933a94a+hVXXXENQ+kGzrj7T5SbOykXykxMZpDVPFpE9OerhMpnz+BeLMdhw4YdDA1v4xIZEbcMdgVFjDmzyWZybN/ST6U4zsDIdjqn5Bguj7Po4IV0NjQRRgG2ISiFHhv7+ti+d4ienh6iMGBSSzOW4fCjn/3sPZ/P93Xw8CPJsKdIGNb+7xNNfcOZCojFMYTEkGC7Jh///JUUIouEa1PzfWYcdAhV0+SAmbPo27KZ5cuP5aFnnqV3fC9fuvQ8DMdG12y6GqYwXK7RYjUwbL5FsThCHpPqUJ4Tlh9BcWyUmgoxbIukYWFbCQYL4xTHBhnv7WOsfwgLh8CvK4NJXcdjWMLEUoKwGuCmDKQKOem4Y9n61mvYjoXtatq72mhuaiKdTuP7Pk4qiVKahCk5bsk8qtWAbMMlhKbEFRHCNJkyq5VarcIxy5fgeR6Xzr2IWiQQoWbt2nUU94zQs+YNRD6PJQOUWSZuOHhGfUyslIJ9h10Y72Qd/yowLYMQKQy0bSKlwg9CkjELGQUoFEorDGGhEKBBmBYi1Eih66A3rwK2idAGoZRIrUEYWPF4nfyGTeCHSCJM2D+yDveNZ6XW2K5DFIZYplV/j5KgwRAWpm2A5ZJyY5RKIRYR0bsCYKFUxA+rbBvoo625kbdeepksBu1Ns9EqTiLmEEmNiYGwDaqmze58niARp3tCinkTp7Pq+ecpD1fp7GhmYO8eRKqRW+9+kM9f+FmUmSEWE+RSMRITJlIrj+IkaqjI4M5bf86cJYdx11PPs3TeLDa9vhoRS/BqrpnT7r+fiogTNbajCyUISuweyWNHFSZM7KKv/zUKQZm1697i0EMOpqd/CyTjnP21a7jtuhvYumcXQ67AbG1i+uypbHh+FV1TJmMkNUlCEsk4hZqHaRtU/Spxx6KjrYOt2/pJtk7EUB6VWJI77n+Ac756Db85/xPv6Xy+r4NHpVLG1IpcOglRnYJf13iwGTA06wsVdpWKOBJaXcWTvT3MnDwDqSHbOYmabTG5tZHa8DCzuqfwg//+ObohR8e0Gdz3wNM0mIKTFy5m5X99gy1rnmbakhOZfeg/OHTq4byw5nkmzZ9JW0MSx3HxPU08Hmd8PCAKfVriNq/87e+M9g0Tx8KJ2ZS1ro8VlSIMZH1MqRRoQVgLSdgm6994g0RXG4YwMYSguSFHJpbC2QfwaXFtJkzuZOu2bby58XXamlqIxyNktYoWAkvYRH6IjgIsyyZuW9R8j8aEQ7whg7FgOskTDmHghKXk+8fYvH4Tva+sQlSrGMqjXljsS/+FgP8X345Y3MGLrH2HGsIwpALEbQvbrvdLar6Padj10bFXxTFAIPB9H9t18UJ///32dTKoSUXSjYFUmGb9VaUiIinrDVZVBzK9WyHunayobiIulaLmWTR0TkH7QR0UrwOsd/X/pPbxfEFMZbCrORqamnENQUkKVOQTtw0MM4apJcmGONW4Tc2NyCRh3ct/x1AmrgZtW9iZBnTF49xPXUxNRjzz6t84/QMfRY5FLJs1l7fye/n71h5U0sA0HDIdi+hsDDj8sGX4XkhPNaJ74cH8ac1rtM2djdA+USEgHC+STGdJORayYlKqVInHYpRURK6xkYceeYSqDvHGQ7LJZi669vvkg4CgUCDm2Ox0Rznt42eh8kVGh4fJ5NoZHhumqb2FeMwkbro0uik2ru8hsmySaZtsKsWrr63jknMvpTk58T2fz/c1SAwF7RkHM3pnA74NHHpt5UoKxRKGlUIrwcv/eIW5cxYgDId0SyftU6cya8Z0BrdvZ3tPL7uHK0xrmcVUmkntDmiTXahygskTO0hkTG6750/07Rjg4KkN3HnD59jy7P9w5qL5VCt5CsUi1VqNWhDgxtNkEg4rH3+E6q4hrEgio4hARvvT7rc3vWVZ+30/DK1pn9RJUK2RCDVxaRKFmqqEtmnTMTQs7OokZzns3NZLPJ2ioiL8IMD362K36UQSSxgk3BiZZApTaWzDIG47eF4VGdRwoghvcDcZW9HamuKEU47hU9+8hpknLqeWzhFaBtG+ZEO8q5fxfxvZh1GAYeo6x2ifQI8QAl9KvChCmyambZNrbsZNJpFao0yFETOJDLn//aa5D1KODYZJaNh4VY0y7Lo2h2NhWBa269bv8a4pwNuf+/YzKtNAGvXipEaSgw9ehlABWgpqQQDvyp5UJFChRVOmFaFsSr5mLDJwXU3cCRgb3EIyYSMMUIaNiCXwgxoDW9eRtk1sorr3rmuQbMlx+sc+yvT58/CEZntQY8X/3Ad4iGqezpjD2SeehiGSfPrC67HDTtpbZuHv2ka4cR03XvBJPnnYUcSCiN2bduDtHYT8OJZUFItFBkaGGSwW+MOfnsCMJF7Zp6V9Ij4mrpPgCxdeyrqNm6hl0tSECfkKcrhIWCjx5PPPkm3NcPSRy2iJx/jSpz6Ngws+LOyeQ2GwwOQp05k0tRvPMOntH6c9PYWTFhzD/Ibu93w839fBI5GIY+oQQ/zzxjYMAxVKmtIJyn09zGhN8btH70NYFpETZ+6ixXWMf7GMZcexnAwjhZDhcZPxqsBxkxx20ims3byDSizLXX9dRdeyg5kxewHJpkk8supVtmx5kSlGgONaWI5DMp1GGwLbVOhqkfHBQWRoEmhFoCTKqjf83gY6vXv8J6Uk9HwiKUnH4rzx/EsU9uwFIQhtm+dWr+GNdWt5bMUKVq95E23FsZwUphmnFmgsI0ZLQ1t9UKc1MgzJptMYQOQHyDDEl1Aq1XDsGOlsGxgxYqk4SvhIo8SCow7l7M9fTiyVqptd8+6py//9UkqhUQShj2EYOI5T/9tsC20IAhmhBDRk44znB3FMXReyicJ9PY93AkC9XwICoz56pU5b10Lsx3Fo6nnQ28AxKeU/TV7eLqv2oySVybnnnotfqTI6mse2bSrqnemBa2bJpBpRlk+8yWL60mlMOqCLsCtD+5Hz2FDuI5k2MG2F0iYdLVMxPYlQkqofoZWs0xK0JJtK8KFTTqSUH6StKcP/4e68w+ysyrX/W+ttu5fpM5lkkkklCQkJEEqkSJfQpImCAhZQEERQRBSlKeKhCIgFEURpCoJIkV6UJiUhpPdMMpk+s/veb1/fH3sS5DvnO4VzvuvyOuuvt+131lxrred91vPc9/0MOor+So68N0qpMkhzwmRaSzNf/exZ7D23lQN3b2BTXw/3Pf8kLdkE85pT/P0Pv2X2xAnErAR+ZbwmjOMSNQxS8QR6JMKjjz3GjO6ppFIp3nr7XUIhMc04HZkMWlBmcLAHFShEAKV8ETUwAobG/U/9ifffe5UD588g7YdMa+ygu6Wb8lieprZGxgqD/Pmpx1i5agMvvLCU1sxUwqJNXPvoha7/28ZDCKEJIZYJIZ4YP58ihPi7EGKDEOL3Qghz/Lo1fr5x/P7k/7BzAmrlKlUYL0wk0DSd119/g01jVfoqJZpbLG669nLaklkIdQ48/HAGcwPUqkWk77B+TQ9fuvBy9vnYYZxx2mnMm783Bx58ADuWvcjDd/6Im2+7jcCyiO++J8WITl9jC5WOSSyzLf7uavRXHPJumWrFqW9PvBr33Xo7CU/HDh0sYaBCcCsOyJ1AKYmMxSjUAsJQJwwcHMehONyH59awbYeN7y+n0j9AseCweK/92O/gJSwfC2jefW86ps4mmc7goZBRk7gl0aiTnrwgYKxUZMfQIJ2dnShZX3yNsRQCsGUAjk13Wwd21cH3IZPMUC6N4OgVDvv61wisNFJqhLratbB3GpFoNvXBAKgAFVLnjmiSWCxKNBrBUBIZhFiawNQUPdu2ogiRmqj3h7qRqzg1/PEoVX0OKFQo0NBx9Ci1UMMP6khVIQFV96R0PUSFLppUiFCg/JAwUAQKUBohAaY0scMpNDQnwEjRlDXwbY8T94zs6n52QjMqLhiVJTYVennm9Rd5+sXnKFVduhfOITtpBn4sDg2NRFqb6BnaQq1SxPI19LCugh4qMEPB5vVL0f0KGTOBpZvM7ZpIGMvw9/Wb2JAfJRI1GHVGCNQYS997lXfXLqN3xZucsXA6F37yEAjKPPP3N+nMtJAxBJYhkOMkv7JTpVDM44WChrZWsAJq1SrDBRtdWpxx2qd44713SDc1YumA7hOELrJiU8oPUxvJERopHl0/yDcffowzfvQ9/vreiyS8MQ5duDtHzl/AhOQkCmOCnu1lJrTPYPaULjQZovHRS8b9T3geXwPW/MP59cDNSqnpQA74wvj1LwA5pdQ04Obx5/7dNjo6SDJjkqtV2T42QjwWRQsCFi/en69/9gRyr7/Abd+4jL6eIWq6wcz992Fdby++p5jU1IQeSCZM35uIZXH8IfuzcF4XRx+6iDDwyU6cwo2/vZ8Tz/4S7w2NMH23WRRwKQYeYRiyvVgkn00SNWKk4w20NTWTiZr84oZ/IRWNoTSJIceh04BlWejE8a04LfP25MjPnUvX3kdimw1ovkEQ2IxuHybXO8jc7pl4BY+kSHLMxw9ibmsD7ek4V113Fa2T2oinY8StBOlImmKpRiANNvT2I80IqWwjkXgSX2hUXIfmhkYU9a+xaZoIIfCVIl8oMLmzE3O8j7FYDNM0CbwyJ11xMXYqRsyoL7SdaM6dxzub57sICZoucFWIHfiEmsQJA5Su4YT17YsPBEJg+z5eIPACQaXm4fkQBvV4iQrkh5CcoYAASS0wqPoSJU2kqRNqikDUVcj9nTGk8SaEIFQSE4FSCT5z+qdQqh5fCn2B47ofmj92YQynFuCWDcJynLTbiFUVXPrl84iHgqOOPYY+LUqYasZ3bNKiXmDJ1yRIgW4aSF3Ho87kfuLJxwlxUYHEd12krqPFY/TnxyhUylSrVcaGRyiNDNKVSbFh/Q5+d//fWHjEccw6bBGnXvBpFsyfQt+GzVRrcTSvLrVoGAboBr4fYiaSPPT0cwTKp7G9iWOOP4aB3q288uIrBIFGpeLj2QFCKUxTYLkhYdnFrzg0IBC2i9XUQp9pccv65Zx85x1c9Mt7MMyQhXvvh5QxTjvmRBLUPwC+/H97nv9R+28ZDyFEJ7AEuHP8XACHADvrD94DnDB+fPz4OeP3DxX/ns8MSNPkgh/9kIfeeof+WIzbHnmEEV3nhXXrOezTx/LoYw9T8UzG3JC2GbPoHR0mEjFoyUQpF3K88Mo7nH/eBbilEmtWraS3f4Ag9LGETzyhYaeSBGaER/70OIlIlIrrULVttu/opXVCF5RtPCFBCUwpSRg67akMuhA44Tg1ftyVDoIAO7DZ99CDmDyti48v3pezzzqZoz91Aq5pIvUYbhBl25ZBrHQUaWgU+rZzwNxumiyD9nQMvzDG7LZWupuaaM40oukRdMMilskSb2zEikSp1GykZhAgGBwZoamhgXKtSltbG7Zt1/EP0QgBimqpzJwZM8nn8+MQ8JAwrFGtFDjguOMpavL/quv7wTYBoFgq4PseCIUSEKLww3rWROrjyE857m1oEi+sC/TYrkeIQEoNFQpUCELID5XZ1KSO0kyUFgEjiRoHuYWijlEVmlaHoI/HS3Y2TQgUUfJhK3N23w3d0NC0elxA/UOadtYJZ+KWJIajEQ8UsRCkCpk1dwql0V5aTMEeUycwqbubUCnsQhlnpFwv1TGubB9SD/JqhsHQ8AhPPf04qUz0AzSqEAzncwyMjLB1Ry+1Wo2NGzZQK+doikaZMGkGG/MJ3itm2KZ1c94P7iY3WuSUjx9EdyaLFoR17ItSeCEYuokbKP66dClJy+KQ/fajJZ3i4T89SsX3MBJpZCyDF1goLYI0YyipI72QzlQjlYEduGODlHq2kt+wGbV6mMNSU/nmSV/k6htv4Y13V9DV3onhVXFR+AIMy/ovrPgPt/9utuUnwKVAcvy8EcgrpXZuPHuBneHcCcB2AKWUL4QojD//oerIQohzgHMA9GiUF5Zt48v7HcG7m1fTOG8eT65dz7LXXqJU09B9STkqmLbnInKVEvGYQUMmRmHLZjRpUpUTyEZjbO3bQn50gHl77UY5l2etX+Vvm7ez5NPHMyUS48tf+DJbh0dosEyqqkq+6LJ94zomt7cRMXSSpkVUk6zcsR1vXHdUhYIg8FDoILRxCHoUz4A9Jjbzl8cfIN7QSGF0JQsPXEjBjfGLL53DJXffxftvv0NTQ4qKX2bZe6/T0taBE1jEsk1s7x8magiyMYu2bIZ8Qaca1sHuxVKlng5F0NKcolLOs700xvTuyWztH0CLRAmCgGw8wbqerZgRi+F8DsuMYBOSSMQwpML3FG17zGHpimV4768ZR7WFSBkAimhDoq4b+84bzDuyg0CLobl1dOlODycMQyQGUuropsJxHKSs41s0WY9ReKFXj/3srK2DVtcjUZJQ80EIlNRwRYhAR/M1FAbSD3cFc6Wm4wkItRAU+AJCI8FnT/0aXZM6qDoBkRAENo3/ULVZ1IaJR1L4SkcTOlroomsBBx58IL5vk9ATYCgu+dpZXHLetxCjNVJmjdO/eBn3/vZ+an4fkVCCZqHJKELq6MIgE8+wfPlf2H3xPrRVI2zcvAPXD9ixo5fZXd3ktufJ5XIsmL4bF3zpcxQrDkQEoe/TmEhT+Ntj/PSr32D5lhF+/pvfs6axiR2lYQJRxcnVMGs+5UqO6TOmsXHzZu761R0Y8QRR26MidbJWko6JDfTaJeyaQ8WuMqtzAmtXv49pKgwzRm7IZkLLNA5etIgXnrmfPz35MDI1iWwkxiEHL2LMc0kSwxQ+evyjg8Q+suchhDgGGFJKvfuPl/+NR9V/4t4HF5S6Qym1l1JqL3QoiyovLn2XF99cwXOvvcambRt47tnH8RzBiC/pmrcHaPUAZTlfZNPK1YwOCFatCLjhpz8Gr4jjKWYt3Jennn2NN5atwQ88dqx5l07NwiuMsGDuRLLxJCveXgZSoxhAsqGZUqFEQ8RCjYObktkMKprAlXX1L4SxKzAahiEJI0p5Wx8Hz5jH+y+/whsvPMfA9iKDgx6poe3EGg2OXLKIWmmEWrGA9EN+/sOfcMePf8zI5hU0GjkaUi6+rJGrOfSNlKipEF3TmNbcRjJez7ZELQvPdtGESRgITL1e30VKSSQSwbIsMplMHTPheSyYPx8TgWWa6LqBIsB2y3z5K+cgxn9XX6x1L6sucFhvERShq3CCADcMQdcJpUBpdRFpdI2a6+Mrga8+7MX8w1ypew/j5DZp6Oiaga4ZCCRC6WDFCK0YfigJpQBdQ2mSQGpIrY42liqC7U9n0eLrOfQTH6NqO/h+iO0H1JwqDa0fxGtct0qlNApBhTC08QOHaq1EoTiGLwW5agXb87CdKnsu3gsSFvlcgUX7LEDvmoSUHQgzjqXV4xNurQKhYv32ITbnazzz4tss215hUznFWDmLHpvJez0VRqNpSLUwUK2CpZPtylKp+KRVC0PryqxcMUBQ8ZkWF/ziqkuYnx+mIZ4mZmXQVZ0kmEpn6Gxt5qWXXyCSjiNqNVQoyEYlR++1G3JrH2YVDBlHi0RZs3IdaS1CpBLQaTawb/dufOWUT/Lb+2+h4rkIK0EqEuWis79Ai9CZFIsidZtJM7t47a13/nML/t9o/51ty2LgOCHEVuBB6tuVnwAZIcROj6YT6Bs/7gUmAozfTwNj/94fEGjIMEtbbDKmI+jZuIY3X3sFXJ2RIKBl4RxUQmcsP0xubBicgMJIhXh7N2ecdxERt0bv4DB9+SoV26V71kxGXZtUZweJhjSVsRxjpTL/csvPuP3OX3Pi8cdiCZPBgREmtk0mYsbpHxrC1HUGhofYNtDPnAM/Rk1IDKlj6OaugGMQBKh0ilC3iGgmQ8M58gWHI2bOZcNDd/HCI/fTJ3UGe0YwNI1QaIShJObqjPUMcc9P7uDCT5/NdRddxM9uvB4zItHw0aSss1orVXQE7a2tpBNJdCHRdQPfC3BdD8Mwxivmudi2jVKKRCJBpVJhZGiI5mSKark8HnOAWNxiS+9GtIi1i1eiSR2BRsT6gGD21jOPkIpmMcaf88L6tmJnlkQh61XvQoXQ9A9B2Xce79zaifGsipASlAZKQ5MmmjQp+RDEkrhKr79XCPywnukQMmS0ZNBX6eTM837Iud/cH8cZRUmTStXFcUP8QLBo+gfBUj2eIdvWQWNzI00tWdLZOPGkRTxlMDA6gqdChgp5HLfGQccfhmxI1D8Ywzv47sUXoppaKMsm7NCg6gtCq4npc/bmkfsexO8fpLC1B4uAaRNaCdobyTd3EHbPptTWwZBMsHzrduItDYz6Ln4Qx6pFOXTBx7jjrgcYs5pxrTT5Yolbv/ddYgM5zIpGROj4oYOmmxDTGc0NUcuPEiiF0iRxu8APzj6J0w7dl7RmIHyHhTPnEJMGge1jNrVipFqZtWBPvvbNc7CkohLolAPJ5045Br86SlT30KmwaM+pvPDKG2Qzkz+yAfjIxkMp9W2lVKdSajJwGvCiUup04CXg5PHHzgQeGz/+8/g54/dfVP+BHoAQYFgeey2YzKZV71AbG8Yu1YAIex2yGBE30fUQoQkIFYWxPEJEmDhtBtNnT8AtlBnMVSiWy+h4bO3ZQEtXB0EiSvvU6YQaWJlGDl1yIt+9/DJ+eOMt9G7tYebkLtqzDey/+AB8y8Dx6ovTCwKyEzpobG0D9YGUINS/rC2pFFPjKRZ2T+fThx9NZtTmmsu+wbqVL3PVdz5Pa0bxwn1309rSgBGzCELwVYgIBDIwSOoNBHmXkc3bUW4FM+JjajqapuFRZ67WajWELtEtk1g0gYZGS3MbflBHwEYiETSp1zVQRT1mUK1WiVoWtusSsWK7oOSu6yLGa9XUGaWCWDSOW6t+aByihfU4rk2oVF1ABrUr+On7PiqQoCSGbtXjIKJOF9gpM7AT86KkQDMNNOMDzdGdsQMrGkMYFk3NE+oxlHC8uKgM8EITYbZz890Pc+AnJyILZYSdqLN7hSBUQZ1jM94mHHIyZRu29Q6zaWsvvb3b2bFjO45t8/RTz1Cu1SjYNfLFAoEKqdlVdttjPoHSePShP5AIKnzloi+TaJlMRYtT8iKk26Zy4de/w9LX/s7o6hUEK99nNxlw8eH7ct/Jx/PwWSdx0IQO0noMPZnEFjq5aoWabzBxUjfz5s5FDxU9OwYpJWKo1i5k6yRG/YCfXXEF+miJwHGwDBO35nLX7+6jVq4h/AAlQuLZDDMmdzG0bQtLjj+M0LXR8KnlSxAEVOwadq7G/OlzWf7mO7Q2NZEbKRONJdlvv31IREFqDoOFPrpmTeKFF14jmchQqX10/+H/B87jW8DFQoiN1GMaOyvK/BpoHL9+MXDZf/QiXUomNKdY+saL9ZRU2SGWzpKc0sFINYdTzDHYu4NqsYRfrjA4UKRt8gKOO/woJqbiVMMas2Z0cPCiGTz59J+YMKubzMRm/KDCMYv3om/bJt5e+g5DI30UdoyyZu0OurvmUCiNkc7CE48/RDyqM1LKkYzFSRkR2pJRiqP9IH38wCX0JdITSM2gVcW45vJv4PYv5eI9mnnmhouIJkrcfs/NpObsxflfPBdXgB0GBJ6DKUOkpkATKHw0XSC0KGlp8c2zz2Kodwuhl8cLqyhDQKhhYGC6kDViTGhpIhkxKZUL6HoMD0FjpoGBkWES0TjNmQakEhixCF3d3aAk1VoZXTeQwiA/VuKwTxyFqRkIadLe0sakqd3sMXcaXe0feB94o6Sisk5ElGBYBtI0cHxFgEYtCFCGTi10EYaOEY0gDB0lJELT8UNV90x2anT4PlIDoQtCDYQl0TXqAkl6BBltwgssRCAxPYvCNj5OAAAgAElEQVSS3sX3rv81nS0Ocgw8ZYLpo0IXFQRYIuSk/Rt2dVcoB+V5GAg0X6eQd/E8jb7RPK6CYugyUCviaJKyCGiORpk7ZyZRXfLog39E6T5Tkgm+eeln+dr3v8XnvvpFLv36hby7bAW2niCbasUlQTrWiF0pUbFsNDlGsztMac1GGgNFpLWDdEMHwkyjWUZ96+tJ3GqS4miNqnTxdIhkovgDa3jtJ9+jpVBFuRoyolOt1nEgvgpIpVI0ZBpI73Ugdy3fRKa5kQ4ZYFkWPf1bUaHDUUcs4eADjybd3snmwgjX3nY79z14L18482Q+tvcMpPIJnLqk5QWXX4ZMGAjhISLBv1p3/9n2P2I8lFIvK6WOGT/erJRapJSappQ6RSnljF+3x8+njd/f/B92Tgh6N27i+eefh1DHrnr0DY3gyZChLdso9g1iFh2Msk1u+wgxI8Vpp55OR3MCqVxGC9sgyNE3uJWyUOTsIsP923j6oT9yy423UgmhsaWVKR0T6S9s5awvHk/nxAxhMs0xX/0uVTPNO+sGEZZkrDiKaQj6t2zF83xsUedEKHxCFWAaUeKNLg2FPvbf8yAWXXodi049g0VTdufZV9by05t+ydaN20nFk5hmZFdWY2cmQdPqor8eAZ7j0KjFuO3ya7n1yitoED5xVSMUDkZUI5ACT0G5UCQRjZGMxbF0k2qhSDoVJ2pZlMtlCoUCmqZRcWzK5TJt2YZdmRKkJJqIc8LJJxFPJsk2NTFWKbNtew/rtmxn0P4gCv/Cq39HCBs/dLD9AA9Vx6CYJnokgjAMQk2CoSMts45gNXRCIepV1DQNNO1DmROhaYRaHe0q9Hpmw/V9KnaNMNmK2dhFkSQVcwod8xbTNq0Nw/MQQYjyfJxKFcIAqULCf4DAdxxwPMJXdR6NFsH2FFIYoDRSoaTnldfxqxVyXo1Rr1aXIXA80DV8JI0NHWxeuQJN1Ig7iiahc+u132ePWVMZGR1gyTEnMlIOydkJ4vEsBCZ9769hcPV2OlKTmNE8lZ4VO+homkDB02hJZCGMEXo6EU2nUlLc97OHuPjsc1j3xvN4g5vZvT2FWdjA76+9nFS+SiwwqZSr2J4iHc8QUObkIxcQjTsEGQM3dPj8J49iekMa160yY9pkhrZtpFVCR9TnsvPOIL9tI6vXLsNxC/Tv2ESlmKehMUu+VMAT8NCzj9Fb3Y5hfihf8V9q/9QIU88PcB1JyVbUfEHgQ3U0hzM8it1XorB+gJGVWxnZ2ofwXap2kQWLZrGjZwPdk9vo2bGevy1fxkBuhEMP2IeX/vhHXnzoMZa/vREzM4tHnnsNIU2yOiAMCEJqpRr9fXm+9fWLWTh3Jl2TOnhz1XK2jwwyUi6g0lkaps9CJBvxMQhVHVW6fVsvl57zTaYv2JdcooGBmsWgSLIei8GcgVP1Eb6GXXZQQbhLOVzX9V0Fr8Mw3CULFyqNINQZ3TTI1z93Njd+8yIK615nQtSnMR4SMdw6wtR1KReLzOpuprM5Q3loGF1qtLS0YBj10gZqnOaey+WQmoYfBLieh+N5RGIxGhobiSbiSE1HqQBpJYgnYiRaPxAV/vuffo+UAi8IEJpW557oWt1Q6BrSNIjE42iGgW6adZj5uGFQso7rAHb9vzvLKmq6Xs+6iHq6VzMMYrEYVrKB7KS5xGbvTfecuZiOQ1mZhL6PU6vVtU9FiFABpx3SuaufQeChKYVUUfoHSxxw/FEc+oVTMadNoq9QRpQUm5Yvp1wu1gVxHImPgUw14ZgJolaCB399NzFLoqIaTz3zJ5zBHrImNMViOFWXz5/5Za77yY30DPXx0tL32GwmeI44d3k6z06ZxpJzvsr8qbtx75+fZlZ7GwSKwfxIvRqcDLn0/M/xqx/dwsKuSSQ1iRf62DJGW4Pk6i9+irZRwDVIZ1oJXEkiD7dcexM7XnyHvYIM0rY5+rjDaVEBc2fNY/OGNWxct5SFe01m5fq/snzNmwzncwzbDqWqTVtTK2+tepdHH3+Y95f+nYgBw5U8f37+Tzz7wkMfeX3+UxuPIAgJRYhhGPUvs4JYLE1jUyduVRBWQQkT6Sgw4xRyo7z2pwexvWFu/NWNvLtmJY+9/CwrNm/j6af/Ri0HmVgD/3L194n4Eit0qY5tIhEL2fj22xTzeWTUZHJLA95oD4XcENOnTMGuCQbLRTQhqPmKfQ/9OHsdsi/SL9YnvaHT0NrMX15+Ey/WRtWwEEa9HoYhTKQeInSdUAcXD+E5EAR4SJQSVGwfHwmGVqegh/XFZGoSMAj9GIO9Drf/8B6+fNwZXHTaadxz8w+IiALxuE5TQ5bPfv4Cbrvyatauf5+orhC2h+f6xDJxUpqkPduEEUmihwpfk2TjCaKuz1svPMfQ6DBuxSYejRG1kvVAZ6CwNI10S8uu8bDMECNiojAJpIEnNTxNAzNBKOKIiIWZSqNFYmiGhdTM8QyLQDM1AqlQukQZ4EmFZmiEapz7o+lYVpRoLFFXYYuEaJkUAp3PHHkESlUIvBDHD8d51SFaTeOsQzt29a9l/6PQDY1CrcqZXzuHn/32RvY5YAaNTSHHfvowPnXx1xgLm3jydy8wOFREVRzSOrQmEsyZ0EnY3kqvm6FvMMO3z/8WjbrBi39+mkznfE44/WwWH7gvm7Zt4d7n/8qmos1zy7aRamglt2Uz+6oK1yyaygVzm3krX+ANR6Mt1kFK15k6q4nmxiieJfFCQX9/DhEUCZXAcUO8QMNQdf2S/eZ188xdVzKtkuOKE05k/7YZJNw4z/zqfu799qUcsmBmneulgStc9li4kJ5tQ4jWdq589AGeWLaCt95bQ/9AH2O923n0kYd55oVnce2ArX39rN64gUq5jO8ElMseicZOPmr7p9YwNVMJlVkwF6nMusur1ffMhq5jZRqJqpC+tWvRZEg8mcTxPFKNDeiNGXygZFcQMsVJBx7AJSccx4REhOt+cT+pGXuyz+5TuOC6qxiJeGhKcsTCBQyNjOCKFJn2qRjU0IVNJppgZmMTv33mUbKdDWSiSSxN55n77iVVtSmVKwS6xdzFB7Fo/iJuu+F6qFXwlIsI/4GnQYhhWTieSyxe56VEohbKd7EdfxfyUim1S0pf0+rkOd93QQYYvkRoCaTZgDIjkLX4wvln0ZxNENYM7n/lJRrTEeZ2T6S9vZ3+wUFa2tqwbYd5M2fx+6eeIJGJUXFsOrONbFi9isF3V7D07feJWDoxI0q1Wg+Whq5T1yEVgtLIB8LCu5/6BYSVIBSKSDRKuiFNrlLFrgS4riAecamWyniui3I9wsBFCNANDUWA1ARB6NZ1QsabpmnjfCCtnmGTkqqKQrST0089hentWZJGSKAshAeu7aIFkjM//oHh6DroeILQY0dulM+ffx6f2HcWNd9jwHVQmmSsVCGaShLTTDSZZttoL9HAYbeOLJbQGc4VCY0IoZHg6afeZPlbKzn1qKP540tLufEHFxMNh3jmr6+xYv1G9v/YIhbvPotUKsWalSvZurmP/fbbB61YY0rjBDZnYtz83hYu23c6XbEKf3rqb5w070hyJZ98CVKyyNzOAE3kgHHyn9IIRYBS9dT7SH6YtqndLH1rOXN3m4dJBYWP7wVoQvDAi68wgMkr7y1jzcZNhJkMvmWgbIfAcUlFooQoIrEYuUKhDuajDnqTho5u6dilMofusx/3n3/J/z4NU6ROKjO5PuGUs4uhihBomokWtRDxOLrykSgMSzJQytHY2kKlUETTTM48bQk7Vq9EGoKN69czOatx1P6dpEyfV358Iz997BH+OthPf61C48R2tm0fpaOjiSahYdZGyWgaR8+fRn7dNFY5OUIZYGkGtVweKxg3DgrKg8McccRR3HLdj+rlAJBomvgHWrmF5yk0M4aZyFLK59FrLkoLP5Te9H1/1zZGSkksGcN1fDy3vqUp6nGm7XEgRx65hJ6BDZhmkkQiQUNLkv3mzMGIQMTQWLVqJSeeeCLbtvbRs2UHsT0SNDQ0YOMQ0etbA8f1eef15Qhh4Zt14xWLxajVavUsiQSlQlItjRSH6gZkxR9+zRdv/RmOX6XmVYnGdCYZrbR0TOKtt1czODiKiFh12Ljn1bEg45kihKxzWDQdsUujdFzhbFywSNd0pGlhigRTZs1g3rSJVPKjhGa8ri/ihLiOix5qH5oqBSHw0Lj8e99mt1mTiVoC4RtongNCktAkmmtT84vErTKTMxZmADoGhtBoSCVxCPDcEY76xO586tjFTMm2sXDPbqY0KHoHa2SzWdqbW5iQjOAVRli1aQ2vLl1Ne3YC1WKOKZM7GXGKbHz3b3RvHuYNbRP9iUbuvvNXLMs+zrnnX0RUayP0XHzfQGk6oQiplWsEIYSqCoGPCiWjJZu8tw5Pg56BHQz19RD4IX6o4eohWwPonj2ft3/xG+KtjXUZiFKZMAwxpEbJsVEKSo6LYZroURN3p0itaWCHipIbsGzlGj5q+6fethhWnBNOPZ3hQh6iBqGmY+gWltRxa9W6W97USCIZwzBMIslmzKZOnEAjMGJMndjGH558gbe2DPDAyrU0LtibJad8kozmockAU9vGZ+akOWr3Tir5HImoSUsywuyORpY/9yDnHjCDkxZOwiiNceGnP0OmVCV0fFoyzZihhpAmutQQQvHSs08xsbkJu1JFEwJDq2t41nU6TQzDQjcFju/T0TUDTTNxQwfb9glRdQEhAZ7vgO8idUEQMxDxOHa6DbN1Jkee8xXufvgevvOt09h/QYKTD5zD6lee4+6brmek2MdJR3yMCakMHdlm4uks1914A9mMyZJDDqWQGyWbzdaNrGliWRbz587HqRns//GTsT1Jc0sTlXIBx65Q9R1ECBFhIIRFtHPKrnG588LzCP0iliXQBDSYOq/+5VGa4y5LlhyEsCzMeAorEUeLWUhLRze1ukyglIShRGjaLixHXadEook6OKymwNMkpxx7MMXiMKFW59l4ToVqzSUIFV86cvKu/ugL9uOaW37AVTdfSWNHFuXXqLn1uiSN8QQRwyAZj9MUTzEp04ISEsfx8DHABzeoE++0QKKLOMp1KLijvL7hbWKRCuX8MJOa20gZEl0TrFm7jUI54JFn3mT9kMtL2we5/fEX+fFvfs8Dz7xMQUbpccd49NnXMFvaKDk6W+wyF177Nc79xnE88vTtbM6vYHRsCLs4QsErgayydPXbHHn68cjGCLY0SWXbaWpsZ9voIFO7Z9E8cQots+dw0U0/YdNYgW9fcwtm+1yCUEMLbIRbw1ASz4dyLSRvR3G1NjzZjhc2UHAj6Mlm3FBDRuO0d3dRMj56tuWf2vPQTcHiAxbwzl9nsPKtNSw5+UxWDfSzIT9ANl6mQkBSZmHIIWlptHW1sf+Jx7HWVvz+0SfYriIkIz52tcQDD9/DK288TWsySWc8QmdrM889cC/rentYuORTVAaGWJobQRdRqnuWmXnwEVx6z72cPncRTq1EVHuPVCbGoF1izfI3SSQi6J6g6ugo5TB3xhTQFaVijkhrE5qURDSdKhIjEcdyPGzfIBJNM61rMtvWrwDHACkIqZO/6u6rBCExrCiNLW0ot8A3LziXoa3bePR3N7H6idsRSrFy3Rqu+clNPPfk/QghyPf30m9FWLDHDPp7B2nJNOEHsHL9BmZNrRE3W5ncMJVS2aN/YActepFD99yT0te/wKN/fJyEtOlZtw7f99CkxBI6gWZSNhM0TJ7OKUceC1ect2ts7rv0ar76s9uYNX0qWzesxiJEc6vkt61lj7lTWL5uM6ERwa8GhDLAVSERzfwQ8nSn/slOWUGhBErXQEQ5asnRdWi9kugIXL+KFoRceOS8D82RSfsczt133cATbz3LpCkzmNnaQbVcwdQDPD9ACPBrNg3ZLL7nUatUUSj8wMOMWHgiRChBQB3opxkGcSOOHfjEG1O8sfRt9t19D4ZGBkmlo+w5ewblfIW3V2zF9iOEMoqlxVD4VH3BtoEcrRNamNTegRAG3/rh1eSVT2l4lPkLdqetYzYDWFz75408+9ivmGwpIspnJDBJpbK4qp2+rQW2DoyCbmJXqrzy/MvEjjqa+KROfvfU4+SUzvKVvZxy+gksnjuds668nsJgSCLdRXO6gdAuM7kzy1e/dAaNhHSkE6zuGWPp1h5Wbutl9YaN9G8boWlSO0G8hY/atCuvvPIj//j/d/vhbTdfOTIhwxFHHc2777xL18QJnHDYoTQqj35VJjAVuqeIBgILRSoT5ZnnHmfOxAa+fNpJvPfqa7S1ttDZOYFcboTmjjY6OjuZPWd3tg2M8M7qDQwqjXy+SqFQxPdd+gaGOeqoY5GpJFo2w+Fz59Le1shdf7iXJ15+jUI+Sv/6PHYhQiQxGacyjAhDQt8mXy4Tj8UZHBogVD6akHR0TyXvuUjHQxgxDtprX3ZsXUsmlSZXKBL6Th0VPi6CI0JQmkZTUzPrVqyi2J/j5aeeZsWrbzJa9MgXbPKjFaSM8sKzL6GHEYKK5OWXn2P2btOJRDUaUmmU0hgq5Fi9aQOb3hlgv333JZVwySab2bq9F8ML2L5qLff84lZq+SFU4CCVQCEJhUmoG0yYM5tjzjyTfQ49BCIFHv3EkTxyxCc44emnATj6yb/wxMEHsHnLBtpaW7BMg6iuI3TIV21qjosiqG9VCJAaKKkICNB0fRdSNUShQkUQKrRIlOYJXey+YDaFUgnlK6QQSODiI/4vw3H4J3Etj+TULBXdZbeubsaGRohaUXRDp+rYWJEI2USKUrEIocJXIR4hUtNIRmO7Mj0hEE+nqHketVoNFISaIDcwSDqaYqRQIBKJMjZSIF8ss2LbEIEWQRpRhKirx4Weh2XFaWhIMuqXsH2fvGMzf+HeBD4kM2kaJ+ikW2JMm93NqC0ZNRVHn/9l5hx9Aqt6BhnZMcjN119HoVRiwYIFJJIJlq9cg9ncwts9Pdzz0MNMynZSHilxxqeP43s330m6vY3f3HQDp33iEPZdOIvTlhzCEfvvgWaX2PHa8xwwcwItkYDJ7WkWzprCsQfvz2nHLmH37kk0RCIs+8O9/VdeeeUd/9X1+U8dME11d6vP3flz/nLPnXQmOwj8GHvutz+lSomXn/8zxpQ0QdHn9u9ewfmf/zyhLkhM7IAgoGpXqbk6MRGiJLi+gxdWsTQdKxanFITUhsbIahbVwEMkI+gxA6XHueyS70K5TCquMTMm+PZZp5FPzOD6q67m8NlTCFwbJRVaKs4ddz7ArT/7BR6CYnGAO35xF+d/9UKE5tfRlmaU6ngJBtOM87ff38unTj+Z9MTprFizEUt41II6OSkIArRAI9aYpTSWo5LL42kemtARUkOvBwbQEHVxYV0R4iKVRVxY5IIiXbtP4ftXXEss1c6LK1by/tYNnLjwaHAN/nD37Zx/yacoxtNEiPHZo4/DDKvo+HiBham74yzXOPsdcQST95iLMAKswMEwO8hkLbywhqkk3/vUGR8aq7N/cBWhrGeIjEiUnB/h3dVrUMpDJyT0PWzq6eggCNCFtivWEwQBBoIwVGBFmbXnAlKNCaxomsZIloQ0uW7JAR/6e5+59Pu8+/7fIHCxhc3RJx3P/HkLkbEsntLBszF1HVNqmGFduKguG+DhSoXn+0QQxFIpvHGDoet6XeDI82lsbOTqH93MzVdcTb5/hDXrN1DOl5GxFL2lCkNFe1ff5Xi1P4Gko62NSdMaWJ/bQiAFY0N5Bjb3YoYG1eEazdkEkOPYo47m1488QEtE44xDjmHz8GoOX3wkizu6EcU+Xnp/BUccdgTr16zlrmefY8+Pf5zLrr2WhuwE+ntH+cEvruO6m37OTVdcTqOhk8pkGBvrJRGLYbsh+UKFvz/zOD++8AJOPvkEelTAtLlzWXLMCUzpnEK56NPU3smmrdv41B6zPlLA9J/aeEycvZv6xt2389MbbiGuJylUAlKNHXzpKxfynQsuIRWr0dSW5PYbr+fUL3wJTxpE4hkcoWNEdQpDitM/dxi/+9lNdLU1k802s31kmIomiRgWZjqBp0lC08RVAX4YYgSSM479JEahxvypU8gVRujfuJ5q7xZWvf48Rx1/DGvXrONL516Als6yeuVKciH88id3UNjRuytrUnMcQuo1RL2IgTQa+fxl32ZSRzN33/AjlA1OpcboaD9mIk6xUkRJyDSlMWyXvg2b8IIAfZwmVE9V+x8S7hHj4Akh6uld17NJxC3QFbfeeScy3cqm7UM88sufUxgaxnY9Tj7nTGYtWojUkgz1l7ji0mvRcwNEPBvfstEzWc740rk0TmjCdupBwlrVJpQBmWgMPVQM5EbI5/Pc8fV/DRL+/I+vJp2KM+ZpvLF6LaFbx12ErofmVikP9FPLj2HEEmixKHoiXhd91mO4oSJAELUstFSC1s4O/nbJpR96/7UPP4lUNt/5xvlMmTKFWq2CZeqgPEpBjRvu/A1OAL4vwfNJWhHw68LRSlIfl1BSlQEiCEnpMcq+Ry0IMUUdKm8HPm+9/Q52zuHIvfdm3bq1pCZ2sn79ZqoqQp+tcJTCQsdyfQwV4iiX/RfNZ053F+v6N7Eh30c1cFDKZ2DbCDec+jlkucD8Sd2cd8UNrCiNUKVMXNM5a6/dOengA6kMbWThvHkERoJbHnyUWYsP4rJvf4uu+TPZvn2Qvfc9kg2rt3DVNd/l7XXLyGSTNFsRJjSksatlzj33bCoj25nWPYmf33EPZ510Bp887BO8un4tblwnAriezXeuupJscjLvLX8fNTrI2cce87/PeFjJjOpcfDLoEeKil5/9/DbO+fp32P/o06mNVHn24fuZ0hQyWhtDtnQwOlzl6+d/lVv/eB9lTeeWqy/g7XeWge3wxh8fwfKrxJuaiE/s5q/vrSSeMJFRHVf6aLEk0owQ0SNMbmji/BNPJSxVeH3lSianM7z46mus2LgFzQhJW4LOVIQ5u03lzlt+iTIt4kYEUQt30dY9z8MfB32ZDRkaFy7g0E+eQCaV5hff+RFREeHkkz/DE0/9ifSkLIGpUasWYWyUla++hhWEdRCV+sB4/KNehVIKQ9bJcLVaDeUG9crnpoUlYxgNDnfd9wCN6Rkc/snP05xQ5AfXseTsL7DgwEVYZoSEGacWWqxf38e99/2RoXff44JrvkU8I4hFNOxaGcPUicZMxsbK2OUyhmFgRi1M02R4eBhDk/zkixf8m+PX9ZmTUZ4ProcRKvJ9IzjDo1iBwGrNIGIRQtOgGvgkUwlkNIZvmvTd+8C/+b5Db7iV7W+9zszuLnrWrqLmOOTGRjCVjyFAi1ssOe0E5s+bzeBQgYZsluH+HTQ1t9Hc1o4XapQrDjXhUfYCopqF43jEIwa6HmIZGprQcVxBX98Y1WKAY5d59rXnqUmI6g0csNcnmNE9kz/++S8cftiRPPXcWxjGKMccMo+F09poTiT57V/f4L3BLfhWQDzVSGHbdu479RTaRIAbOsRjCdZsrrHkmmu54aF72bjlPQovPM/bjz9KLBnlkGOP552+UWbssQ8/vuhiOjqbmNQ1mYsuvpr1m7ZRCPJM6GghHY0RNSVBucxnPn0K06ZNA1XXX8kkozzw49u49AfXUo3F63NG6jhByPXX/wvrV24kZuos7Mwypa37f1+qVhg6c/fZhyltDfzloV/yta98kU+ffiZPv/02p576Oe7/zd10NESpDJdp64xx+nmf5eHfPsAZJ3yDTVu34Fbi7BjczuTu2ahYAq3sY48VkdYAn//sqdx9z4N4g2VaGpKoqk+oGzihZPmKVcijjyAbj7Fx63qa53+Moz99NqXHHsMyDLavW8WGngGGRsr4fowoGqEXoMZRorvqnmoaKEWlXMbctoUFnU1owiIMQ9qmTWLN4Doik0w2rHqP2R/bG0tEWLdyiMAToIzx3/u7BIB3sVN31l7xQmzb3qW25aGRTmVJZhsxTMnpp5/Diy++SLShgbIdw5UGf/vrUvY68AA0IdCFwlAlps1o4qrrLiQexsgVhimVC+zY2kO2MY1ds6nVqqAk0WSSSCRCoZinattohkGpVOL8n97I7V+95F+NX8/9D+86nnL8kWS6WpCtTYyM5CGbqsPXlcKSgt7H//L/nAdn/vJBZkyZiPfKi1x+5TV85SvnsseC+fQtfYvGphbCSolqpUgodZ5+8nme+MOjzJm7Gz39fSRbmgADDckB++7Dwj32oBzq2K5LVDOJmVHWLF/JS6+9Ru/IMBM7J9PU0kKmoYkDDjqEd99/i5qpGC2OEjdCnnz8QU666UeMTOnggA7FyVedxHdv/BW+PcbG9QOUW9vpntRCwQrZNDSIKSSJ5iZqgU8NlzAE6VTYuOov/PpXP2Y0LOK6Dn9ZtZJs13RsAa9u2UY8GuGnl11KcyaKFcDGtSt4/rkHWLjnPsRVHF2GeHYZC4OLL/gKXR0taDKkGFpUQ42yb7I2X6FoxunZ3MvESd24IqRYyOGVi6QzFlJKLv/BNR99ff4zex6RCe3qlG9+jVceeIymaBJXCmKtLZBIsODg45gyZXd+9I1v0zkxTXM2zsK99uLNd97nlzdcw8/veZiKFtDRFaNSqVDOF3j1iUfJanVmZ7K7i47J0xkazfPyc6+STDpohsA0koREGM2VSAmTSy+5iEV77MmmHdtYtW4l82bOY8XadWwbHSY/NsYrv7kTy/eJGxI1Dj0Iw7rXIDWDSKiIt3fhezk2lRu4/NvfZPmyV0lNnUSiOc3jP70dEUsiNRfftXBkC1E1kYH3XyMuN0IYIqSqi/UoWc/nOy6u6+KHQV0PVEgyiVZapk/GdWqEukKGGroIiCQNbv7xLbRPnMsrf32Pl958lYFVb3LqlxcRTU1DaDGUFkHzBbUQEoaGbir8ULKtt4+qbaNbOtKt4aqQqleX+tsFICuV6nKBjkPcihDVJD89/+L/kfG/9tnHmBFLc9Tig1i2egV532P5yFsh8oUAACAASURBVBBmOoLpCH55849oTGfoeX8leqhQzSlC34dKDawYqa5OjJZG/g937xkdV3n27167zt7TpdGoWZbc5G7ZxsY2tjE2BmxDMCVAgAAhEAiQSkgCyT8hhEAIgTflhRRa6IRqCBhMN2CDG7jKRS5yUW+j6bP7Ph/G4X3PWWflnJVPrOzP+qA10n3Ps+/nd1+XroQxCga+YDPQ38MJ46cQisWZ3nIC1X6AVa9/TH9BRAg41NTGOGF2I7PmLqTDLPKrb/+MSJVKoD5OMVdCNTzOWbqC5SeexcO/f4jpE6qRghHe3rqRaTObGV1XxYAkcDhbIucJaCGRqKBzTm2IUzUJUQ8yff48lMbx3PP4s1x04dWE4zWMHFmNqlvkct309w5AyUIuGSCJKAiklQiObNI8ZgQ/+M4viEer+Nmdt5Lv7yQ90EtAUyj6KhdcfRVVI+uJhkOkszkEX8GzRUzHAtOm6/AR2tv2suDkOSSqk+w/dIinvvuj/8CTh2mxa83bVIVVREUiJAXI9/Zz/XUX8HbbTioTScbNmsG0xgqGUu1sa/uEfrfAH557AzEyit17djF5YpzqsI5Uk2TLOwGGSyWqGxvJhULs6DxAQ+1Izly5lDVPPY8aDZJTLBoax3L55ZcyuiZOpnsfqWwPBTNFd99htmxdjx6Lcc45F7Lns12sF33UgITruwj/C4ajyjKiKFBS4gSrp6JWjuPj27/B0R0f4LeMx4qE6R3sI9nUhCBJDKYgk3O5++4fM23GJLau28s9t/2JfO/7VNdX0j/YjVUysIrF44Z6AVmU8QIqdY0NVFYlcTwHEQ9RUMrgZRSsksMLLz7K5RdexDfOmU1dyOf8R5+jdc9mYnqR5oXzmXv6Cia1zETNF8G2sZwAnufQ1FiP5wvs2bcfSwbJFxA9EUERPrfbVyeqkHwfWRBJDQ1RKOZpWjiXbFcPjmOT6+j5//33rv7yl5m36GQSFREc16Qul6Ega2zetxM9JNJ34BCfvPkiB9qPIhCgsrKO9MAgEgKyLGH15CgpIrIWpGHyBLRkAkMRUfUgsfpKJEdiRMNo6htHsKBlFrLh8OmOY6RMi2BQJBKwWPfqKj5cleLBx55CUSo46/LLeOmlVTQQQFJseo8e5cEH76da8rj4iku59/dPM/e0CNGJjbzeupfIAY1ZM1qYPnYspmdhOQ6yHqI11YXmWrz+zHOER82lz9P47vW/oirahOs7CAq0H2ojIFpIJZuA51AKhikoGrNWXEB1soGXH/0bx44Z7Pz0M8LBJKmeAqav4MhRSq7DpdddhVIRY9gqkU+ZWE4RLIHaRJKhwQyVus6EiY1MntDIwZ4ujh7cT9r4D9VNipJG2o4QCwg4ZglZspAQ+PP991NQNRpGj+Xaa7/Kmy+/SMowMCWBTKnAFV9ewNNPvsbNVy2ld+AAUUFCCwaZOXcua957F8V16Dt8hNr6etZv3cqPv/0d3n31XdLFPC0nTmFU42Q0JO776wNccf5i2trasESfrq4uOnt7sHq6OGVRF4Nd+9FUCdFxyo5WX/y/iYo81ydnpln/wv346QE+2/QanVmTykQFuiLzzB+fQw2GyZoiQ2mdu395O5Nio0jksly5fBIfviSww4px8YUX8dt7foMslTF8olgmfrmyQtOEZjzBx04P4jkCli/h6hK2KoMjEPQE3tywlzPPkli7cQvLTj2J66+7msf++igFu4tP3tqJJTRw+ECRqoTAiTMmEFYVCqaNQNnMNm7MGNp7OpARUEMRBAUMo3zbkM1mEVwXq1hCQqCuKklxOI3g+eB5BOurEUURXdchHCCgh5ADGoLoISkBHNfHcj2CtfUsPnkBYxpHEg6HMY08hcwgwViQXYf3Ywged91xJ7XVI3HzUcZPaCZdGiKXTiOJIgY+luCRbB6LHA6Rl0CQyzyTQqlIZaySCj1MSAlgOz5ByyOXyrJj51YqEjpdh3ex6+AuwpJIQI7xw+uvZ9lpi5l91jmM/uYFPP6PV8hlMiRDOrnUEI888gj33drML7+1mLsfe4CWZUuJhQMsmjefvF2iLhQha5mYHhiKSs6t5smXX+HFt9dTP3Ueogvp4hCSLzN21Ag6Du/DKqQJx8O4ioxhCeSQuf67NzJ73CgODQ2TuvA09rXvZ79X4tj2Dxi7YAaTpzWz9bNNRGuqqBpbR9/QEKKnI3tQcgQqg0FSqSFGV9fS091N7nhKO1hZgZnLUldV+a+L8F88X+ycx+9+f5teGaFOl3BcB8vx8CQJw/OoT9aDZJOs0KltGs3OtgPMW7SMffuOsuykGdxy8y3UVmrU1dUgGiaKJGNJIgP5HMd6e6iIRsnmDKrqRvDZrt2MGDUWS4B4ZQJNUmgZO5rWQ/tw3BKy73O48yh7du8llzeZ1DwFCYF33ngJP2Miiz6e4Jfxff90trg+PhKJZHnXZMPuNtptnbdad/Pex2v5cN0H2KJIj+ETVkby1//+C7VxD7QhXGOYFYsX0tt9EMPK07pzF4sXnsqBwwc/35fxJInxM0/A8V0kz8MKhHH0IOddew2nn72CRcuW4SAynE6j2Fm2f/IJmiwxccoUTlo4k7Ufd3KwY4Bl553BheefzTWXX8Qll3+XnRvfpZTrZNz4sQTDQQRfwrN9Jo8ZQyaVwfYp76Y4Do5Z3sHxj8OFRFHkgzVvlv0rsoRb9kIi+iALEoJtIFg2haEMXiGLnc7gFErIWoALvv5VBN9h5cKFrP3kE4KKguNaSDhkTZOML7NgyXKqJ0yiMllFwc2S7R/ESmcJBAIoNQmqxjdR0hRCyQokRcVxHCY3TyQZrSKshwgIPphFmmub6NjRyvgxo/nss/Vs37ae4VQXIUnGtkASAqihEEOpLP94fhWGriPrMaxUBn9oCGOwDyGTZURdA0+++S6Hh/toOWka6eEeRtYkePqJB7hk5ZkMpnOYHhxN9ROLxKmOVHPONdfxwfbNiN4wSqiArsFwuhuvkEMSfCKJGIKskCXI3556kmQ8Ssqx6UoPU7AcJCWEEvCpj8q8+tzT7N74EYXMIJ2d7Rzp7kSQJMaNGkN9rBLDlzFzJaoTSYaPdlOyLIqOSzxZA4JALBhkVHWS9x975t/KeXyhTx52IUt9OIxluzh+uWgc38d3XVL9nfQOHOPt1a8hYHDqeWezZFYdbe8VuOmWG1lx4SV8tGE/SxbPoSC4OKJN86jRDAynGMplicgqeatAZnAIPVxBXyGNbdtInoBluCRr68mmB1m37gBqUKFYLOIYEroc5KqTFrP6g9UkK0fQ2TGM7wpIvoyHgyBK2J6IJCnoooCdcbn4W7dw718fIG6KfOvib/Lb3/6Bo0WRgOhz749uYtroGHXhDlp37+PiK79R3ngNqBiWg2W7uI7BJVd+lQ8+fhnD8hD1JFNnzqFmyniKRg7XdVi2eC41DTW0723ltSeeI5/KkKhI0lChIMcqsYsl3nh7NVu3fcyXv3I+Dz34TfqHvsnPf3cfmze3snzhKXxp6Zm8+8wzPL/vZVY9/Rq1I+pYsux0lq88E7sgMX3CRAqWw6GuHnzFwlFLlIp5bNclFApjFvIookQikUDXdaKJSvK5Aq5hYxYNRKUcBFOUIq5bXhhUKmJc+7ObyeWLjG1opK+nj2QkREhXcByfdVu2kEtn2Lp1K1VVVUyZMxstGsNz4xzbso1YZYLa8RPo90yilQnUko3gCYSCKpWJCuKBIFYxhyyIuKaDYLgY/cOInsVlF36Jougx9aQFHO4B07QRBAPXt/BzJsNmnqaxzSw64ST29frs2dCBPuQQcnwGMiE27+hiz7YduJj89ae/oLK6gvkNk9i4ZidLPprNXY89TMavAdtCM/KMmtLI2nffoTh8DA0D33KJBlWMdA7TL6BV1tBhBGiedgLXn3sGSqmA4BjYvk9WhHB9NY4EB7ZtomfHLuKRKEFJxfEVdD2O7Ul09Pbh+Jupi8aZNGkSkaom9u1sA1HALqSZWV3N3BG1EA7zwMt/Z3uq79+uzy9085B8yGezeIASUHFdD9v10HUdyXEwXJ9zz/0KR1JZPjvUzae33oFs5MkN9XH1/MlsCziseettpk5sxhY8pGCEioo4su0iZk0kx8J0fURAVCRqayv50Q9/wB/u/QuGYTLYkyJSGWGo4KJr9USiYeK6xJH9u5g3uZ4DqQy2ohDwHBzfQxZkcq6Ip0aIaEFcO4dgKVz7/e8xrnYk9bpKc301TzpZZsyfx4iGBE/95nq6urqx7RKKFicaj+OiYSk6uUI/mqAgix7fu/EmpNBM8qUhAgmNS79zBYpk0t3TQywW4/VnV9G6ey/RSAXecR7pcHs/VjFPtucoviAgyjLD1Y389s57Oe/MVs5beR4VqsGik5fz9+df4bZbb+KtVW8QUGO4hW6KAyb/eOY53n1zFd/8zrc56aRTCMgKocYxHOvtooSCFg1ilYqMH9vIgw/cRyQcJKgHUGQRWdNxHQ/LdDh89BiiIKOKFk7JpWQopFyDr134ZaLhIIODgwSSVdRWJahJx5BlhddeXYuVNygUigQDIWzDYevGz/CDGlMWzGXMrAVEj2+NSnIA0xCpqqhm3MhGxjc3s23nZ4CPrGqUiiWcdJZzFi3iof/6E9s2bEBCorKmkqH0IHPmz2PPzla8oRSubSEDnu1SHOhGGeji1iu+RksywG/u+DMDPVGeeeoVdu/fzXubNqMKLpoawc457Nuxk4qEgm9XcOst97Ps69/g5AnjyacH2LR/DwO5LFY+j+fmWbnyYja8/yEBLYwhVDGQLnDnXTfSPHE0jlNif3qII0MDWK6Ar6jYhRLFQo6Oba1UeiAqAYquR0WiCkHXKJkOZsCjK5XB8EWUjoNMa5rMqacu5I31e5k8sYkG36GltoHrf3ETQ5VxtMp//7XlC908EEDQNTzTPK5y9BDE8sZprlSiYeJodnTsZOK46cw8bSkfrt9J/7EepITErbfezEVfOZdeQ+KBn97G+V86nbPPOxfD9Zh/8iLefPVtxk8dz77eDmS7RKZUBFkhPTxALpMhNZQmrEUxhQBjxo/Dtm1CcQFLGeaPa98gXl3NKSu/zKaP16OLZd+GIsfR6xNc+5Mfc2jvPl596VXisSQnTRjPuLBKAyZb3v4HI+sTvPf6I9iFFIYbBVfHETUs20d2BdJGmNEtJxMO57F6PkWSLSwpzF2/+SXRqjp6Onfzt/vuxiGMaThllYFhkAwnsGQJzymb1rDzFLu6cXwF33VRXYGuowe584+/57XVr/Lhp78iNmIsK6Y3srrQSW1ViLnLziI/NMjAsfeRPBCcEIV+i//+5Z/5jXE3I+pruP3O21k+/3SGMg7b9xzCEBRe+PtzhNQArlkiX8gRCQVRZfACMn4kQDwxmaPtXZiWSNEKU9kykfHjR5IcO4aXnnmSkRPGMH50LQHN44VXXmNwYAjfEwkFdFwskEAO6GWAkS/Q1drKgoVnM9DXx+K5c6mOxSkWiwTjIQ4c3s+xrnZi1UmG8wWyxSKOaZDt7eLXd95B24YtSIKMXllBKF6HgM+x/buYOm0cbXsDmOkhHNPEtRwc2+eJJx7GtLK4aozs4BHeeuUFPtmwmimzT2VE8yTsiIZdzNGUCPH0S6+BYYArkhUKXLfgdA4O9ZAWXGRZRq6qA4JYRpH1G3aSdlSyrs9pSxZy4eUX8eI7r/LWvi2knBK18WrOmD2PolkkXzAYUBy6bBMxFsO0LPRomKDrY4giiq6RjMdxVYm8ZWIbLt3DDqJwlP6hQVbMa+bar13KPx5/gl3ZftJNk/Gq4mAU/u3y/ELPPO66+ze3xaqSBGQVy3DBB1mUQBTo7Bpi4cqzaRs4gi3kKXQPc/q0WSw7aT7v7O0mPGYchcFuqiIy5159LQe6sjzz6FPs37OTC89bwUAuw5HWHYypq2fX/nYCgoibtehP55g/dSqhWJSN21qpqkliCS6ibpD2sviBOC2z5lHMZ5FjKuOap3GsdRuKoOBFK5i3cgUfb93E6QsX0FBZyeJxI/jaafMJ2UXkgMmqTz7h8WeepVQwsF0J17WwfA9RcLD9MJlcNS+//gJLlk6kaUSc9zd3EdclVKVIbUMTf/79n2jfdwTXC1AsOpiGg19WmmB74AsgB0SKXZ1k+/ooCj51jZNpWX4Jnb0+vqjy4Zr3OdJ+kLxRJKDKvP7eeySrkySSVaw86yy6LIdtG1pRVBFRV1Dqa1GSNZx84YWYVVXs7uvhb3/8IwumT2HK5HF4Uoh9h9vANhAVB1HwkcTy+rgnCOA6dB9oQ41qFDyflrO/ROO8aTSNqKGhIsaaV/5Btmjx0fZWXtuwGdNT8BQN0wXDlXD0ALHG0SjxRiwlTMFXsRUJozTIspPmYeUNhh2XQEAjO5Sh4AoURZFkvAJN1wiEAoSIc2Qgy9bVq1BFFSUSpnb8WEzXwQccy2Oob5CFJ83maMcAqiSgqjIlT8X3BJxsijfffoe6kaOZNm4kb7z5CWlFo6lhPBcvX0YyLrNn334kOUG6ZGIJ8M0brub6W75PzOrn9deeY+GSk6lL1LF+6y4WLV3ExPknMnHxPC4483SaR1ch6yBHo0jBMFg28yZOhmIJ0yhg2y49QwOUTAO1IoxSVYEUDROMRKgbNxotpKHpCrFQhMa6eiJ6hEQsSiwYIaiFue3mm6lWAzz6+MOINRUEEw1IQgBB9tn7jzX/1szjC9087rjz17dVNYws/1PkCgQCATxJpFAqcduffsVzb7+I7Wr0pGNUBSt4b/UrfPOqi5kzezLNM6bx5q5d+LbHsQObOWv5IkbPPJ2OVIlHfnsXV11zOW07tlPMZKgbVY/vClSEKqmsaeLqr1zJZxu30dbZi5Ur0FgVQ49ECUYq+clXL+H9l19AjoSQQxqxsMS+bXuQTYXxc06lJTGS4sEeGhLV/J+vfJkZoxoIeCaiFODDTzZw318fIZ0rlbWQjlNmmQoCph0jEm9k9dvPUCz1sGv7di79ysV89YLzufu/H6Iy5jN7TgtDA/2YtkmumMf1ylg/13UR8MGDoCQT9GW6OzsRQwHOvOh8Ws6YwVVnn8oVV5/LqAVL0RrqyCsabixOT77AZd+6iU9aD9G28xAzJiSYf8JsAiMmo45qxKgOUjG6Crk6Qd4zUEIqvhjg9GXLufHb3+Jr559NIlBEU3yOdHeBJyBJApqiIQgOVj5De9sh0jmDusYpOMEwtS3NuJ5Fharx9N8eLy+wVVTiKmXvr0F5F6WyIkI0EUJToUKVWdDSzOlLV5CsbqJoqwyLEgfaj/GlUxYxNhxmRDiOpipg2+QLJiIiPZ1dNIQVzpszi9b1HzB4+CCeIDPmxBNImSUqE1VUJBKEohFKpsnhI+3Ujp5AjyEwaPqMm3kS4frJfLjtKIoS4tc/+jk/u/Nxzlx5CZ3te7jn/1zOE088zytvvIYSj1E/bgxpA7RpY7jyvLP4dN0HFPr6cQo5PvrgXca2TGXa4iWkPQkp4DFKVHj7/XfY3NXBgOPQl8nQN9BPRWX5JJUrFij6Dv3pDMPFAoIoUDJKhCMR1IBKsCpB3jQIxaOoIe04kU1DEiTCWoCwGsA2DNo+3YToukSCYVp37mDp0pOorY4TD4T46Onn//Oax513/fq2YGUC3/ORZRVBlrA9D1GR+eRAK5YioPkjWTBzJcvmzyMeC/Pfj/6N5klTCKo60WSYtr5uZDVG5+42prckGTN+BDOXnsPdv3+YWbNmUBoawncdLFcgN5RDi9VR7MmxcMaJ7G/fz59/9F2+ecZcKOb5+oUXsHf7JgzBxVUk/Eye7VvaKeQTuPkE99x8I5cuP53lC5cyfeIUjJyBomh4nkBQV/jHG+9w+Fgn6XwB97goyvd9bN9DCjfw0FOP8fyLjxGJRvl0y3Z8X2TUSJHOng5y3UPkioNYBQ/HKztb3eNLZoIgIOLiCSKOpCEFIwxZJVoWzaUj1YsckKiLhAmINlahDy0RQG+sorq5gXGTGpk9qo4rli1ECams27SeEYrGnOnT2LRzOzY+UU0hpGhUhqLokkS0Ksbew0f42uVXccMV1/C3v/yJ/a2tjJ8wCtkVEFQJw9LwpSo+27ILGw+pPsrV3/4+e/qPoscjROMh6iOVrF/7EZUNDTiShAX4noAg6yimSbhYJLW7ld7trfR8th279zDnnH0qjVUxpk8cw4S6ETSPaqL32BEWzpjOYC5HV38vcU2jPlFBf1cHimvgFLJcd/4FDHV14bsiI1umotUmGT1mDIViCQ/I5HIoAQ1dDVA/ZiQnLVvBV6+7kjlzW5g1cwpj5y6hqz9D5/5DXHzOWezb30V9VSUbP97Em++/TbQyCqJNJtODFDKZMGsSw4MpOg70kU3ZeLbP0Y4OzvjyueQLRSoCAeycwdBwFjcUJlxTh4NENBbFKBVxRR/DNEGSGDYK5A0LJRDA8X0836UqkUCSJEqOA4IPvkc8EqEyGiOqalRHKgjIEmE1QDaV4sD2T/Fdrzy4dmFP2y5EWSASDLL++df+87ZqtXDYH9kyHUXU0MJBXNcjV/JRYgl8XcT2wRjS+MmVl/PeJ+9yNHOEr37nWl7ddpi7vvFVVq9/FdsO4EtRXt/yAUMDbRT6BvjJLT/lyGA/j/7pScaEdAJWoRzAEmOYSgVB3+XHl13GsNnN1UtnopRgWNd449MtrN/dythJE/h43SZ62nM4Zi2/u+2HtO8/wpLZUzn+AoFj2WjhEL5jUxUN0bl1HdNPGMekaWMoxkbiODae41CyRYxCklUfreHYsWO0HzmCpgjMnDoJ0bMZ1TSC67/5NTqHuqkJR6mtaWYgl8NybbwyJAvXs8uIOgFGjB3DxVdcyq4Du9l/7CiSWr71GT2ylmREY9B2yRZLhANBjJJJ0TDRBBctINGbzRPWK6Evw6zx4zhp4RLW7djNrp5uOrra0eIBimaB6godo+SRDMZ46Jf3UuHYqL6NEoTzVpxC2lGZMuc0LrjwMk499Tp6ir0sv7wFpSqCHg5iFTyUUJzNb72LKssMZwzwNPSKCD0DR7js3OVsf+s9drz5dnlw6VKWQYsuL61fTcqQGC46JDWdLcfasXQNsejgFg2WnXQSr657H1kXSIbCDBw4wEO/+wthFxzPZ+7pS0mpIrFkFcNDQ6QtC1kUET0f1zAxCgVc0eHBxx6lK+WjCR5CySChi1QEwzx2/4tUBcfR2XWMvJln084NeLaF6RpIkQCW51IUq/jBrTfy0aZNrJx3Gnf9+HFEUWS4uI87HvkpTzx2PxedOZ9Z4+bQWcjRVFXL3kPHyEYs1u/cTD5roKjlDV3DMHCRy0Y/1yvniEQw7HIALaRoZSqcaRIKSDTFEyiegB4K4bouISXMh+vXsm/dO+UvK8fDsW1cQK+M46s6h59d85+XMHUECKoajqywr5CjMlHNpAVTmXLiHI719NNxqB2nKHDb848SD2rMmDSVSXV1uMEA55yzHLO7g71bN/DSqjcIdR5FGj0CKqqoicbwLZtvf+9a0gePsXn1m4SSDbi+yAVnL0P0cjy/eR0XXHohD677lOkNI9ixfTcDWoSMHsOPVHHgUJrTTjiH751/DqXhTppaJuAIJtFwEFmQsSwJVwJZkrFF2OdW8P0bfoGTHIHniMdxijIOEo+99jy2N0yiUiNRdQKeXaBUHCQe03n/tScp9HUiWBZyohHbE0GQQfBA8vH8MhBYDEi0nDCJufNnENJKTB43kpSRoeS6jKisJJPP4DhlPqmMQt9wHj0cp7ahjt7ebgJ6iKAjI2kaenOM9W17SRcMTp6/CKtYZMLok1m/dROaHkGSA1TEFXzTYeX5Z7P2uZewDRPR9Xj6hbfxfZ94MIy9cBKb3/8TTdNn07kHpi8+Gc91KLoWjaUS7nCBnqzJtd+/kapEhPTB3fzl9lcZaKhhz4cfIXoenv8/bFdckW9ceBmPrFpFKl+gs2DTUJWkK5WhgM+KRafw7po3aKmt5YHf3037/v2ork9cUnAEUKvjiDUxFNNiOJ1CjQSZEG+gkM8TCYawDAPH8+g6cpjH/vt+Vpw+n6bR4wkn4hw4eJTLL7qAeLiGr111M/2Hetmx+TD5bJhsUaJ+9GiWnXImLdNmMHE8qJrLwoox9A+W+NM9P2Wo3wRksnuLfHnWj5marEGtMGhv24fvWzQ0Jvh03zE6D5oIukQ0EaY/6yPLIVzJQ8BHEH10VcU2LQRFIRAQ0ESIBDQ0HyJ6CEUJIDnl06gmyEi+j53Nfv56a3seiCA6IFogKf8+TPALffJIjmryk+OmcN33r8eKh+nLpig5BgguyahORJER0FDsWjbu3IWj+yw/aykRNcimjVt44KZfkazIs+zMFbzXupvAqJGIPtTG4py+eAkZzyE7nCGcs+g52kFfqsjOXZv45tVfoa1fZPyYiWx86zmuuuwc2ncd5NxLr+LOZ59iKFvg0KeHueOGW6kMltBUBV/WCesesiISkMusCseTsCwLUZbxJJWVX78Zt/tDzFIKx3FA1Kkf3cJNP/spmi6RjFUS0EMIvktAEbjowvMp9R8gpMXJ2REaxk1GDUjkCgUc38O1LXw8XNemalQMLaExZXzZdlczooGde9uob2xCGcrw/LPPUioVGTl+FCcuOg0hksR2y3MXgFQ6i4tLCZdkMkkplYFUnjGJJEvmn8xHO3fgxoJsO9RGJBokrgcRcjlOGj+JK8+5AMEq4fomnqcRkDxCGpjYzFyynKIUYuPW7YSNDEosxqkrl5MIRNiy5RD5vMXf/vZXfnTtRXQebcOVdHQP0r195Erl6LR0PLFbTqqKnLLyDC645jraBjMERAnHFZCVAP7AILu3bWXt3/9OxijgC2Xgb0iScdQAc887E7kygSqpDKQGCcfiOMXy/EnTwwznsgymhlFssAtFfMFh4vgpBENh9u7ZTe/RDn59xx94+Kl/8OmWLpYuXsDiU2YxqnIskmBSSlm5agAAIABJREFUUy0ynO4hPRhDE3UUJCqqVPJWjnTKwnWVsg7Ut0jUyFSOrMIQDY51H0a2UqiKTl6EHAapoRJm0UCSJPKigWvZyIJAT18fSiSCZdtlT44OMU1HFSXqwlFKxTzxYIiQoiILEh1HOnjl6UcJaeUGbJomtm3j2z6CEkCQZA6//sF/3skjEgoy88xl3HX3HTj5Dk49+yy6e7tp3fIZnhhEJ4AXaWDeytOojiWpq0lQ7DmE5JjUWj1c842VPPLwS7z68hpCyTjjpQDBSJC9hw6yNxRk7qnL6ZFlNn38ImPr6vjyqWexefMWHvzLs0xfcQ5yyWTSyApefusVDnZ1MXlSA9MEkZOvuJqPGzeQEPrBDRHUggQVAVHXcawyNV2WJXzPR5DFckxa8xgOqCjhMLKbRkbG8iW+d9OPwbIQhSCmaBEKiFRVJenvyNC5P0MoFsLxIpw4/xKCMZHO7jYQTWRfwhIsRFECwUOKiHh6gMG+DPu3fcaRQ21ojkg4EMRXZQRfJhzSKB4+wsbBZ7n+Bz8CWWW45GJYHiPjUXZ192FZJTBKuIpMdFQDg+kMb76/hrknLuDTjqOMGjkOURNJ93UzNpmkrqamvKEqHldOCiVsIYATrEb1XcaNr6fg5GhKnsjGPSnCokLMCfDBJ5s4ejTHk488TOf+3XQe6yUsBDGcICU/h6zpUDIQ/hnHp7yMZ1gB3nn1ZeaftJBR41vYMdiL4AjMjVfx54cfZvd775MRbDRfAh8UUcQVgwTi1VSNGEdf/xCm4NBQ14zhOIRjI9HDIY50dKBFqpnWMBmjZBEKx4mpQQKSS/OYGroGirTtLfCb257lmmtu4mfXh1Edh0RQpD9rUXJsMikfyw5ywvhKDreXcHyXlDVMIe0TrAhScnPoBY2gq6ALIr3b+whoIWSzmjc3HWPaPAjGSxSLMhUhH1/XKJVKiIqEr5TBxpWhkaiCTDAWRQ0EqAqEyORySIpMppjHkTRstyw19ySZVW+8TjwWQfTMz+FLiCKeJmHZHpZl/osK/NfPF7p5pIb66d37LpY1jKgl+GjtpwiygF7RiKhoSKrIZVdcSaKilo8+/QTTyLLunb1s3fwx0ybM4OCOA5x57nLefe8dMHwOdfTylSuvpgedQUUhnxtmRDzOtEVLWb96DXNPD3Piguk01VXx/qatTG+eTL62DtMMM7JqNO8dHWBuy0SM4Q4ObF7Dsx+uJRyKcKTjGOmhFNHKCKbh8LXLrmHFmSvxglXU1EUxCgqGYaMKBlqwATOXRhaKiILDmLF1DA8XME0TUVcxLZF8rkggYGIWDpOsmsKCL13DvT+/nJt+/jts00EQRWy3hCSIiIpPRXUcRXFR0inajhwjKErU6MnPoUH4Io7rgOviS0EMS+C2n/+MkWMaOfOCCwmFo7i+wMnNdeza3cqM5ons7+ims6uPiBqjZdZsPl77CifPO4/Kxii2VIk9ugPPdhDEalx/DIaVI6R2IyghBLkCVwgiySY7u0vUJEdgRhRu+Pq57Nq1Da8iwuzlS2m77/fEtBx/vO8BKuIxPFGglE7j2xK2HMDzJWTfQ/gnYR0B17DAUfn1T37GhFlT+fFd99Cdstiy6wBr126mQhCQkVFlCU+S8eQAdeMm8pM77yRvmeD7lHAppTMIpkkgGMBxHFpGngiIuKZLJBREViQqNYmi7fHa2s1Mb57PDZfeRE1Qw89n6BsYxLGgTyzPIBRFwbEFfF/lQGcGKaDgmDZ23sc2Pcy8SSQaQkpIpIeKWIZKoroKo2QSNAUuOHkxh3K9ZItpLHkIz4eAJDKMi235SJJCwfNQZQlF0xjIpJFlmQF3gEg4jGcU8ESBSFgnrOgoikpQVBgzbjoH2vfjZC1ECTxEim4OQTBR1ACO4P2rEvyXzxe6eRQKJju3tiEiIqJS9CR8T0PVdGzBQ3EEnnjkGYb27+baH/yQWGWUD3ftZsHC5SiJBDtaOznt7LP48LNN5NIZhO4ujhzeh6ALJMbV8fzq1/jOpZeDqrDlaAdXSgKJihBDfR2kB4cQXfho9VuMnzObWfNPoeNgO82Tp3D1xReTaT8CrsmxgVS58ENhHE9EDuj8/YVnee6FF5h2winc9/Cf2XX0ECecOBbPkRClalypnkxhAN+zGRgsEtTL9jjbtokFAyiizOJTlhML11FdP5G7fnE5il0gLJmEVB/b88GTkGVwZQdHctAEia4jR4l6Aooo4HoeglCGCDn+8YEj4PtlZmg0Wkkpa/HRmrfo7RuiUCqRzlkoYZ1Vr65mfPM0Zp94MvF4LXf+7iGGjvQR9AOc4MwhRycfv/0Bp5xyInNPbuChZ57jmit+jCOHicg5brnjTna07mLVCw/TePJ08rkiUytreW/DGmpHNkJIQC5Z0N7Ork3rONa2DSkQxtdUTjv7LJ5/9hm+csH5PPmXB5D/H6/VPjKeD64j07pxGyunzuG1T3cy9dTFPHBPgEDRREZCE4IURFBqkpz7jcvZ2LoZVVVJKBqWJiEKCooexJUVLNdAQ0TTVeoaahDsAqrvoooaqzd8yBmLTqeSCOZwP/m8jmO4qEr5dkVUbYKhGKZh4djl/R7TdJBED88X0LUA0bBCQFMwrSKxqEYxY+GYDoZvo6gyTU1VDA5niAzFKGYEiLvIeomiYxIOV1LMDxOQZFzRR5VlHMf5fIYhBgIYnosolo2KpmEjaAKWYZAXRM790hJ8cTGGO4Ska+QNi8MdXViWjKIGKZkuL6x+9d+qzy908xAEASmYxChJuEolLSefxPhpzUwbPZKt21vZuLuLU75yOZ9s3sZbPQUqjqWwpTgb173LfX/4LQHb5cU1q6mfOJF9n+5EtiXefPEdlBE11NfUM33eHH5+3+/5zg3f4uwrvgqKTjrtcPRwD4Iq0pPKsHvTLiZMm8Tm9ev40pKl3Pfn++ns7CTkOJRcG98V8H3wPJ+C5SNKLrIsEFAENu7YxJ///DcuvPoqFn7tRmYvX8H+tZ8wd+Z5rHl1Dbf/4kcYjolklq14lmXRN5xGlnWWn3Uprzz3Ct+4bBk6Nnf/8Um27TtGMKSDbyFQvuaNKhJzJo7jk3fWEJIkJFE8zjkFSRTxXJfKRJJMJlPOlggesqQiiCp6pILuAQtRqUTGJRiCgCSjCALTm0bRIBWYNELkgsfuYGNrlm9dfSfz9he4/rKVnHbJDfzxD3/hsstu4fbbr6C36ym+/p2HWPPsM7z/8SYEK43k2vjdfTRF4mxYvYbJ82eRyRvQW6L7QDcjpy3hnv96EDngMmf2XIZNA0eWsCyDGS3T+DvHodDC/yAAXAkERARFIRSOk867TJ02jdmz5yBmC1jBEIYaRW2o49wvLcdTBDpT/VQkEtiuS1EWiChBNElE8T1U0UUIhzF8BYQw7Yf7CMgBfvmzO5gx+0SuuuQiRFMg57o4noIerCRnZVBxEJDQ1SCFrI3rgmU56LqOIPk4vo0aFJF9EYQShlFEElRS/Rl0XUQKK7iWTSCgMNg3jKgKNFWrJOU6Dg2BruaRQ2kEp7w3JEkSpmni+2C4zucOI+X48FQSRMIBDU/y0GQHSXA5cvggf7ntlyiOSsOicxnKGaSKJq4ESsiitipOpq/736/PL/LAVItE/LoZM5DDlfzuj/exad8masJBHvz7C7S2djLn/9zLgpNn4JVgdBDGa3DtiqVUiHlM3+Pbv/gNimjg+gF2tHXy9H1PoUoBnnvrdX70i19R36Sw9NQWDh4coqqpgWQkzpFdbbz64kuYosjpiy8k1dnK1rZtFFSdj//+NE+seoaHfnMPoYJJ0bHxXROEMv/SEHwCnogsaPiqjuD6/O6Rp3l43S7e3r6VM770JTa98QGLpzezbGozoZBEMlqJK0mUSiVGjBiB44goqkNCj3PC5IUUhj5G0BPsONjOr377Jw4fOYYhShQdh4DsQ74dWc0RRvmfQvOFz7UGvu/jisfJY55HQNLxRBlBVvAlBUkPIwgCpmMz3HGAVEcPAVciMzhcds0KArqu88Nbb+CCq68hnQ1RSpXwLYeauhre+3gf1119IzMbTVatfpLHP+nl4cdfwhg8xMChbXz/Jzey81Ar1U1jsAWLSrWeD9/cwXBfO1HJppDvJ1yhMW1GCzW11dTUJLnnV3dx3rnn8v677xJWA5imSTabLYOT8fC98u6OqunMW76cP9x/P2NGjCVYXcsZXz2fZF0lnuBRHYmx/3B7mZfq+4yrb6AqGCabSpP1S5j5YQ7t3YkrVfOdm+6kr3eYhhEVbN6yG893GKUH8B0J3xNxbQ1FUVBUkXBUZ7jXPY6GdHARQTQJawGwfWzBR1YF9JBCKWd87gx2HAdJFj6fPYiugm07CL6MrJb5ov/82U2Hewk15ZHkNKIvMpAvD+ZVUcS2oWSZlAyboBRCVVxikQCOkeNA+wFW/f1Zckc6kK0yNkEURd7bt4fu/gyDmTy2AN2GwRPPvsTgwU5yr/z9P29giudDJseRQ11kuzoRXJm/PvgMaqKaRdddwuixoxhJiYSS4pc3fI/29R/T2DSaYSmA6RTQZBfTkjCdAlPGJfnpX27n7TffY+e2ddx3y/f45RMv8vB973PueTNxzAJ+SGNP66dEQhJhPU7Js2iedgL7u/v59S038cObv0+2bxClZBNURWTJw3d0LNehaDlEVBVHFFGrKhg5cTw7Pt1O7dQpRPps6IW321Jcdt23iA8cLIfdRAXDthBRaWhoIJ/PowfC2KaJGoVCvgc53swzL7yOFooyd+5cjgx2sfSMBejhIPmBbt59cS8a6vGVeOl48/gflYN4/CQiHm8mnlRWQKpCiPRwilHxCG2tOzl28BABHyRRIVNyMJ0y2vCfAu47brmHu379B66+9jvMPHEBY2qSvP7sC4xtHsXBA2u4/Q/P0jzrct55816m3v1jdu87wAN338pANkVFQx392UFqIjoP3fFTnnzkZSQpy3ev/xbBcBjf8UkEwxzY2crrB9uoTSbZtP5jrHyB7sLA5zpKQRBwfRdFDiCJEoLssPKcs9jadpCWJYtYsuJU+ga6aayupKdvkL7ubpobmxhOZfA9j/b2dg64LslYFU4pz8uPPY5tGTROm8PmbTtY9eZaDh05wB1XXUW9KmL7Mo7rocoqmhLGth0kQSU3bKHqIrbhYhQ9FE0kHA2iBlSKVgkBGd/1cUyRqkS8rHKgfG0vK+VretctA7d1XaNUMvA8iaAeKb8CiyLN1bX8Y8sWWlokxicrSUYESqaHJusIroHvuuSLaXTfI5fP8+jvfk9Pbx+hYJBM+1EomXhS+QtDVWXWPPYXTjj1NBpHNHK4N0VYFLjya5dQKpj85pX/d2bs/9fzhW4evu9RyuWhZHLClKnc96vnmTpjOrHaCvRqg1fu/Tb1Z8zlgdfWMjISZ8EN30KIhtmyZTud+/aSOh6IsQHXMlDtFGcumc8HG9eTkx1+d+NlvLFuF/c99iDzF0ygfv58tmzYyNiGEWRTKRzHoLO7xKXnX8ySSWO5u7uP/iO9yOEqhoolcFUUyUJSRVTZxHd0HFmkceoE2vbtIYZLqaOdy5fNRhvZzOaBFG5Yo23jQcZNGY8rCnD8RNDf34+u6/i+SUQPEgoCkkE8XkEx083Pb7yLU5adRyQmIsgWtmVQKqQIKRKyB4Iofc469Tz7f32GZSiP71MeFhpWmegpuAiGxcEd2+k+eAjV85ElqZxCPH48huMzE8fB8yT8jMUjf/g9jRPfZLirA1X2OGX5aQylBvn5Zaex8JQlXPXze1n7t+/iDVv8+eGH+K8Hf0s0GaUuFOb9l1+DbJrDezex6vVVqBKYxSyjx4xi3Tvv4uNRSqcZzBXLw9jjv4QkCIiCAL6PrCiIQvnatrtviIpkLe989B7LLziHvr5jyAgcPHCIUDhSHpAODuLZHvg+CgI4LolEmPWvfchwbw/xaILOQwc4vGcn3bt3cN+tt5Dr7adf0pGzeVRFR9U18rkikqhSzFvIkoojmOArhEJBXMfEKBiYto3j+GhKuVE7roVh2EQiYQzDOO4fFjAME1VV8VwXz7cRRQHH8jGKxbKTWfAJKyKjw0189OEGnBkdNNREietxrGIOTYki+yKy6PCzm39MsVQiVlFBlR6i+/BRIkgUJQk8AVlU8F2BP/32fnpvupUPjh0iIMlU6jqKY6Fr/37O4wvdPDzXQ/B9wsEgrqQwdcZ0tn+2HmtPB7n+LLIHLzzcjiIY5IZkPjm2i9Hz57P0nOV85YbryRl5LN+gYDoULJumhiRhTefcFcsY6uxl7caPGc718vAdt/DdX9zOJWeez8KZJ7J7+2cgyUQ1lQljpjF/5kSevP9hkIPccvuvyeUN2nYdJDtYoG33fjK9h5AYxosKNE1oYnLLJHZs3oBle7z00uNcePPPWNkSIlmIkR8wEGpqcIBiwcAxXBobGnCOR801TUMUBd5Y8xajxtXQk3GZf8YpXHXlSta+8xYrbrgGx8hTEUvwwhvvMq6qAtEp4bg+tmMhAv7/AiXbto0oCHjH3beSr5RzDt0DOJZFX1c3rg2m42JrImYhj+fxOVLxnzc2Nh6+I2MYRdp27iAgyAiSxOpX3uPDDzcxce47/ODSr7Lhmbu49YHXGE71EAxswMrkMV2Tf/xf3L13mF1Xee//WWvtevr0UR91WZIty3LHvdsYE9OLjWmmJQQIhBZITAghgQAxYEwLYMgF2xRjXHDBTbaMmyRLsqxidWlmNH3m1F3Xun/skezk8su9cX73Xp67nuc8mjk6Zc8+Z737fb/v9/1+732A0089i87UZm//AerawVguMg54buMzNKeqGDK91jgx2NP4TRzHJFFEoZADMpNmhIVUDsed/0pWHr+atVs2cKB/F46xmDtrLvtHRihU2hkPQppRgi0E2mjSep1OL8fXvnAdkwf7cSwLS2p0Umdk9yZWzuti5wubmJfvRiYKYyniKKXeCEiz+IMlctSrIa5nYYzG2A2CZkSumCeJYpRtYbkGxxZIS2JLSRJGkGrsaUKWa9vEUYRte4RBnJUyqUQKQZJEmYxk3GJVTzvbDi3kvz35IAVrlGB4gHe//p3McCw+9uEPYcwYYGE5HvVGSHVsEB+BlhKURPKiLOb4hAHfYXRykiQG33GwUoGx/63n739m/VEHDxBMWt0Y3cJMTbB/wwakkUwcDskbjcSgTIqQeYIwxSoWCWOHgVaD6uF95ICytDlh8WI2PfssrX37cUol+icmKBaL7HzuOVIlyeUcrn7zO/izaz9EhRgVxLREg7GhYYrLBeHIANd/+3qWnX0SHXZI35wyx/SuRqeCSu4Sahq2HjrMtl1bOLDneW7+0U1YtYB8sch3v/gl3vHxTzGufGboBDnDY59nyPmGee0VhFWg2aohLJ/2vE8UB8zq6eTtb7ySJcctY05FcMK8DuwkycBGmdCsjbNj7z5s22Kk1qQoU4TRSAFSatJ42oXNaLRmWs4gI4P5yhCZkCjMRrFbQTA9wg9REiNQKAGGf4uFSWHQIkXYFoEh87wVgiCMadZSvMMNPnvjTzhn03auvvgidu0v85Xrv8+hkVHmLJzHcWe+il07N5CMDnPMgmN4/NGncZRDGoYEU1WEJFNfS7NMAzI3OSMNiUkIkpBc3kUqhVAOutzOq6+4LDtK6dA3byGTU+Ps6d9PuVSiNVVlUe9M9u3bRxg08V2XkZEh7n94LcHQGC42UsNYa4q2wgyCOGLugsVIHCLHwzaGtJVQzLsYYsodHUyO12k2mlgmh+Va1KpN2ksltBSkBnK+TamS2WHYQk6r6adok2C7EtBYloMJDY7tYdsOykAUJhgnRdk+ypVMDMUo4+DbmstPWkVr4zhJbh8TtRoXn38uV7/vg1Rn9GAdNnhRHccRjA8PYaPQUmLZLnkksUyPGol3dvq8+7Ofo95qYByL1JI0Wg2KxeLL3p1/1EbXqZC863NfZtHJJ3PnPXewc9cO3HKZmcetpmW3MUGOCZlj1Clg5i+hvHo17UuXUfCLlHBYMW8Js8pt7Nqxg0KxiO26IAQRhtF6jT3VGgNpzOs/+j6WLpnFBZddQKGrDRyDSCUiiZka3s/f/vVH6J5Z5uJLLsC1FKQJOg6JgwZhMIqbTnFSXxsL584j73roVmaaHLRC2ufN4bS5s9Aj+1haVmy++1fMKCX88uffYfeejZTdmEq5iO86uI6k4EsuOf9c+hYuYHR0lJGDhzIzaM9B5W2mxsfY8PuneHLdU+jEIdEeifBpRjHNVkirFRJEIUmSZFft6X+PeMRqk9Jo1knSeLo8yYLEUU4IWalz5PbvlzEGy8pc4excAaetiwWrT2Iigf31gDvX3s+3vvEVwskR/HicCy5cw5x57XSplOrQAIcP7eGV555CAUPUCKlV60iSo8d3hBAG2cSwEg4CRdAKkcKmkC8iPYs//9RH6OvrY/uuFyjmcthGUvHLLOhbjO3msaVizwu7KPg5kiAlmGowdmiAMGigPBdpQGMIheSKq97KwVqVEIk2gjBOCeMEHWokikoxR7MeUW+kREmC8iXIlELRRxPS3VPBy4PjgCChXm3RarVI0hApNJYUCJNiW5IkChBGg0lI4widxKATpNSErSZBFDNRbRKjkMKizYeyacMKS7S3zeId7/8ApaVz6Tl2McYtYGSOkdEJdJqdO6EUQin09PmTUh51wvvh9dfz4aveyp+98TXc9KXPc/CZdQw+++TL3p//pcxDCFEBvg8cmQh7J7ADuAXoA/YBbzDGTIjs23k9cBnQBN5ujNnwH71+z8xZLD/W421X/AOnzFvAV278GlPNCVavPobfbpzJRCOiblzK+QptMzqRlkCblLy2WNG3gKfXr6fYXsJYCmkp2vIFBgcH8cslBkdGmLtkMeUZc0h1nice2MaG9QdZsnAlw/1b0SFIy8fKd3JwuA6OwyOPPMHqt15FrFO8nI/ISZRjMzU1SXVykEtXr+DX3/sqjsmu8lmNa5g5q5cPv+5SWsYmrNbontlJ98wuPvuF6/jxN35MoXMmSSQodhS46YffZGJkgKmJMVpxhNISYTK1MwLN4M6D1MMUv9iLMRnBqWVipBEkSYqlyNTVpURPT+6is0Bg2zZB2CIIWyRpDC9Ja1+6jmAn058xAJqsk6OUQksDnkfHkmVEhSLVpIVtUkg1tUhx+133sP653dRwkM+9wJyeNh547GHsJOSJtQ+wfMl8xkYGWbz8RB5b9wA5RYZL/IHjcF0PrVPiJGJqssrYZBXbtnn83t/y139/Pb9/8gk6SmXQmqkgIU00BdtHasmMztlorSnmWuzeupUdm54lIeK0K1/N2p/diiUEc+fMwy+3IV0f3/URykZrSMhYwlP1iLHxiHyuRDnnUq4USNKYJM3OjevZNBtTGQ8+sbBwkSJESoHjShwhETIjeWmTYiuJkaBTgdEax1bY0252SagJkhShXPrHYzo88L2IK888hUd3C+58cBu65TG66UEWzy1y6okLmRqTPL/5CdJgikSAEmB7LqisXDoCmqc5m7AW4Csbz82z7ekd7NywC2W9/Pzhv5p5XA/cY4xZBqwCtgGfBB4wxiwGHpj+HeBSYPH07T3Ajf+zF3dcxc6dO6mFMTSbfPVv/4GffPP7fOKaP+c3X/sqv//pD2mb2I8a2sSCYkBbWuf4zpmUg3GC0UNIr4ixHGIlsZXCktlm18DMjk7mzpvF8orDjEMHqG1/kI+85nwGdrzAROBSt21ynkut2eR1n/o01173ea5+89VZZ6VehTTB0oZmdZJyPsei2XPpHx1g7/M78IwkkSmJDjNf2yjAjNcp2RJXx4zvGWBkez8yMvzZh9+LIMUxE1z7jjfwy5/+hKhZB62xDYiX2Es6XoFmI6Cz0oFruwgSMDFhkiKcPEgHaURGP9aaJIpJw4g4jrGFgDDKWrapAS2RwsbobNOm02XKkSu/EQYjDEgQSmBJhWVZYFl4KsfspYuJbUkaNmnUmwRJSoTAEorUKGYun88przybMRmx7eAhli5egXIL/OgnP6CnazFf+86/MDk0gG80aZIdw1HVeZmisnCFdG06589D50o4JoeTWqShYe0jT+LZHjd8+XPEYy+weFaZvhnt9M3s5Jj5fSyYuYA5nb30VMqoYJJn1t5HFAa4+RIXn3sBJja4+Qq6XODJLduRdo5IpxghiJpVHEvju4YUhRYWlpQUCg5SJuQ8D8dSWFaKIMUISSo0kTJMtCIsy4AwCGGIZYxyBdLW+J6FYyt8z6ZQcMARxCLB2JAag1vQWEJh2QlpZKgHNkGg8USVExf00NSj9PXN5+3vuZbxgTH2bniBwV0jVMo9LFmyEmnbOBiIUmraIkHi2gLLslHNMBOqVhm2YoQCIwlbycve/C878xBClICzgLcDGGMiIBJCvBo4Z/phNwEPA58AXg382GSXtCeEEBUhxAxjzP+nsYfGUKpUePypJ8FzcR2HKI0QnkPFmUG9XueZe9aRcw1P/vZBCjmPgQMH6ZzZwbs+/HHa2tvRxuAoh85ciaSZ1XgD1UlKpRKHn9/G7+58iLzbQaoFL/zyTkqzOvmTs67kjHPO5us3/oKeYxbiiSqOKbB/735W9c3Fd2zqzRrNMCUiJZmaQElJvuBPA56Z6bExBqM1SaxRxtAYGscxmSN7a2ISCaS6yU3Xf4l3v/saGiODFD2f0Xj4qOvcSwuHcnuZ6sgQ+UIZtAMiU2pPYkM9FhQ8Fx00kNNXN6FNtgWnB/QUAi0ytqnRIMSL144jvJAjNbIUL4KuR45F2Tap0didbTQxBEmcSZcZgyDLYwwpxsRseuIxrjlhJetHD+HIHKmwOP/yV/O7h5/iwQ3rMa5DPY2JpCBNNQr1koxHkAqJSQ2iUKIl81iz5lOdrEE9QaiUpUtX0r/nBfq37+VvP/hRPvaxv+DcCy/AyneipUugQbdJ7vj1Wm7+/veR00Eus/tnAAAgAElEQVRShxEjw8P4+Twyn6N79ixacZwR0KKYRivAsnLUQk3/VECqNV3tFbRUTNVCXD9z8bNdG2VLtASRGlzLwlVW1oY1DpaEMNbknGm/DAGRjlCWRMppAqQEWwkEoIVEYHAcF522sBybxCQ4vkshZ2i0eli06Bw6uhNGJwaIkiYzZnTz2je/hX/+9q0MTDq0gjKiNMGxrziRA4MFDuzdjAoniOrjONPAqNYapTVxHGIsC2H93wFMFwAjwA+FEKuA9cCHgJ4jAcEYMyiE6J5+/Czg4Euef2j6vn8TPIQQ7yHLTGif0cu8zm7K+QJ2bxeRFFjCQgNxqPGcPNIIApMjFd00dBG3fRYTLckNX7mZsZHN/P0NPyK2bUaGR1EChG+TEwo/Snn8d0+RU+3UopRIG6SymRqfwO+ER++9nbntFfzEkKoUR0kO1EZgfwvXcmjr6GKkNkaxWEZYWY0ZxzHFYhEVZ12TIEpIdYxOBYnJvmQa0DrFxJlpdbMV8OD9d/LAfXdTqzZJSY9yGqSU2Uh/HGe/WzB2qJ/q6CQrTzuLKEozpqEWuMrH9YuM1Jt4KiEMAohThAFLZa+XxAlGZtvccRziOJ0OdApjXsw6lFJHyxTxEvAylQLHcnErZVpRiJQ2OkqQlsLoBJRCWTae7REOj/OjL34FHcOEZTN/eZFN2zaz5OxV3PHY3ay993GmvyPZ+7ykhLKFg3Yclp57DsddeC7S9TCej+X4tBfbsaQgGBvmvZ/8DA3yFIDrv3ED3/j29Vx44YV0dfVgtMcdd/2WocFRpGNnwc1SWIU8O/sPEhrNmWe8gok0xPU8pgTUTUolTmlpw3C1iqPytHV2Z7MrAsKwSa5SIW4llPwiYRLiWZJKe55mq4ExGXajlMJ1MwV3UkMShXieQkqF62WWEMYYnEigLIUUijhMCFohiVZYyiVVGc1AOB5hCOUOxfYt23n1py9n65YtTLkd7KpqPnfdd7niisu45qqLuPG673Hn7+9g664dfPRzn+ORexdxx/duJK/k9HtKlLSnfY4VYZog1B8uXf9X1n8leFjACcAHjTFPCiGu58US5Q+tP3SU/wMiZ4z5LvBdgJ6FC0yb5bF1w/Mcc/p5DGxdT4dloaMYI2Nc2yWWFoOTkmvf/mbecPnlzO2q0Apjqs0mH/7bz3P95/+Rb/3r95lsD2iFhrHaECceu4LPfODTKNPOuDAoCxxPYCcKYpf9e6bQpsExq88m19HG5FSVY5Yv44ldzzK4ZzfzZs5ipNpg8cIl1EfG8TyPkZERlixZTq2ZUHIERggsyyWNDUIbEmODSElEhG8pwlZ0lPU5VQ1JtEZrM91pOHID27FJ0yxIDO8/mF1BRQyNKZTjZ1wRKdC6xeBgjdddfQ2/uPkWcpaH0TV00sKxcog0RipJJDXSCISGqfFRlOVkG/ilH5R4MUgfCWKOZRFLQaWjgyoRtk5ROvPDERJ8JE2VMjIS0EwLqDRrE3uWTb7SxuBUlTNf+UbOOvtkpEx4TaGDL2x8lpJtkxpJQ8dYlo9IJY6SnHr5BeQXLcGxJHFYx7MFKkmxUoObQCQD3vDuq3ju+T389gffJ26kWEmeh+57OiPeGUiUhXAd3HyOOAixPInrW1iFPKH0uPi8V/LtH36bmd19CMsiSATaxIw0mkiVo7c9h5W08B2brQfWct9Dv6arq8jhQyOcdMopLF+6mPrEJL/+5e30zV/Ipk2bKObz5H2LwcFBTjxpDctn93HJZZfT3j0PbSRxM8GzFVNhgGtbGMei1YpxLE0xn+fgQB3Hz2PqMZbnoS1BpeIyalpU6+OIepVFC+by6b/+DL+47WFUzxiHRgf5/If+iptv+Db3nXcfOa9Cj9OBkgFOwUYHBkeqTI0PSZoInM42TJowY9ECRtc/97IDwMtdh4BDxpgjcO0vyILH0JFyRAgxAxh+yePnvOT5s4H/kFhvC8U822XlGa+gM5/nq7u3QtpCWDYhDhgF0uHU00/iQ++7BjcKkMEUvY5hbnseqzXKjL5juf6fvsPn3nst0ex2yk2fz33m75BpgZVrTgC/wNPPbiFJGpBKYg3Yhti4NKbqNCfG6PJ87r39LvoWrWbdrjsI4gMct3AJI4ODWXvRtpjdNw+hUmbP66U5PILUEQlNhAdRKshZDYglIrHRQpJa+ugVSGszDYpmKTtwFLBMkgTXdTNFqTjOzKHjmF3bdzBv9QlEStOKY6IUfN+no6vMq976Rn5z863kYpucJXCchDBOsX0bkYJCsm/3/oyINZ1Z/HuQ1AiBeon7XQIUSyWMFOTilLTeIowilFI0GwFTBtqXLOCqd76Rg7sOsumxdYyPHKSYLxCkMW99+1VceuGlDI2PsWdsjEhazHzFBUw8vZmpgwexowmk0gi7QcvuwemejfBcWq0WjuOQxjFIyejwMI5UBElMHER0zKjQtWAujW11pEnROKTGz3xa8h6LTz2B7Y89hq8UQkksJdi0bSPW7B5+8bNfkO+ejfGKOKlAp5LQWFRbATnHJ262sIqGhzY+wG/vv4V8yebASAtSyeH7h/nFHQEF16MZRAxMDmHihEYwiU4FynV5bOMm1u7Yyo2//gXnnnAqV73xTRy/ajU6TMgrh2YaYzs+rVaMbSuiEBzXJjUpjmtwHIFUBmOlPLXxBdactIokSShKwcw2l7/5wNXc+8hjrFi+klypwvdGRpnIl1izeBGHDw9xaLCffN7GUi4Emlgq8DwWHbeK9oV9jNSq1NP4D+y8/7X1sgFTY8xh4KAQYun0XecDzwO/Aa6Zvu8a4Pbpn38DvE1k61Rg6j/COwAcZeHYAhNX6U0DvKSFsCSJgJKt8b08vd3deKZOa3gnEwO7OHz4MN/43k285/2foBH5fOAdH2HX3lF+8Lv72XTweWxLUh2s8crLX0ehVGJ8qsb5519K24wlJH4bwrIoWBYTQ2P0dPZSzBXY9vwTPPvMw9Qn9hGmTbxSEaEUvb29dPT2UG3USaVg7ZbdnPrKq9hfLzCUzGY8WcRwspCqt5JAnUxkz6cuDK2omXVBptdL26QvOb9HKeZHOBpHsAeAxtQkTpogjUZJA7gIofj6V79Gvi3H6gvOouZVEOX5hLoX5c6hlZQRQtJ/6DBJnCLI7Bhf2tI7IrojpZxmO2YdFjfnE8cxY4eHmNy+l6ndB2n0j9DoH0E1A/xCnkqlwhMb1rFvcC8tkwlW1+t1hieHWbJqGbWJg5i0hXQ8cr0Or732Cj79lb/hQ1/5R8Sy1TTbVlNrrOLtn7gOr3sWxY52Zvb00NXZSTGXpzE1RbURMdoKqAUtUluSmBZveOsbaCkby5Wkrkta7KTtVa/iVZ/4BB0dHbjixb9Fa011fJhym+It73oznYvm4+Y9PN8nURYDUw0sZZN3bGb2VrjvoVu4//Gfk2uHoFWl1WqRmoggjsBSTEQBiauYChu0dIRsK2DNnomYPQN/2WK8Yieidy53Dw/z2Tvu4IZf/wrlu+RsCy/nEEVRBmBLC6VSKkWLtoJiRo+N7Wi00Nglj/u37eaMc5YR24qWZxPKFBONcPKaRYhwkuNmz6I5McxfffavWLZwMX/91X9mVvcsTBwhnRxeby+TRvKG9/4pF7329Ry/9BjOWXMSrz3n/Je1/+G/ThL7IPDfhBAOsAd4B1lAulUI8S7gAPD66cfeTdam3UXWqn3H/+zFS75HmwKhbDZueIpUGAKdUvDLaNnFFDMYmCpycnGcO+64hUZ1jItf+TreeMUZDIwcxwf+5p9o6/Y58/gTeN/FV/KVu37AD57bwWuvfBXP7XmaV11+DSvTEM8IYiHZuHkD1Ovsfe4p8sUSPV29rFu/k3tu20xvvsnZ54MzVWPOig7aiyUmajXy0mbZvPlMTk5y/nF9jIw3uPzXN/PCngPMmTeTqfowo2OHOO6Y4/jxN7/NutuGaOmERP7hgUSt9dEv+pF1ZDO/NOAAbNu4kVmrVqM0hCZCpYKC08aPv/bPvPvTn2HJ8edSH65jN+vM7bGoTRzgO1/86jRnwkKYTIviD72PsqwXcRfLYnJ0LGv5pll3QSiLRICxbeauWkmhqwPpuRTynSxYOp+fbdiGHaUYrcmVizz8xCOcsuZsLAMummBC0LIncD2HeYuKfOGrH6Wj4LNi0ULuufNRPFNB2JCEEY7vkSYJK49Zzu7+UfYM7afkCQQSaaXkKyWMX8RyDLU05aENz/D5r36F/f376d+/O5NsNAqtM+p9PlDUrAa/eeIONm15juNOOQfHmUndCDwRo0xEWcXc//A9PPPUwzh2iAkNeeWTJBZJ0ERIjXFsPM+FNME14He2IXo6KPf24rV3EEqNSo5hYOdufvh3X2LtI+vYcmiAXcNjLOxoI40ihLCywTs0jmMTtBq4vofJSRIJrisIMKTlDoJwlIJbwIo0Tq5Ab1s7CwodbN2xiT0HN/DIXf/CWMtQqw+z4557OfbEC2kvdjBUDzjjvAv5+juvpeT6rH/6GSY9l4LnZUHwZa7/UvAwxjwL/KFpvP8hnE13Wf70P/P6Smhmz8wxFdb51N/8OTf96qdUuo6jVutm4bVv53WveQUndMBPvnEju0yLZzZv4Efr/oY5yxawpNRJWPCpjh3iU3/2Wh5+5B6eemwdhVI7v33wdk4/9UxEMsaMfBGUS19vg745q/jkx35Aj2eYHGuye+dzzJ+/gDt+/S0uOfUUbv3pb3DbClkGYIMJIbYEzUaN9o42GvUa7cU8KhxnQZfDaP8OmlFIwfKYGDnMihWLeeYhl2iiCakmNRkzVBuTGVwJUGJap2EavNQmm/FQloAku+/I/wXBBPHUENprR0lN0xg8LclZefKJ5rh5ZfqWL2ZsrJ+3vPrV5KQgCRIspidueRGYzewbNGCwlMCQoCwHJS2qU7VpTEaDgFSALQVuIc+clctxOtqYNCkqjLnkpDN4ZO3DJEZgWx62SrGMxcWnXsSekSEKxSKxAFkAIX1CYxAmxLUcqkHIsxu2UCq7NOsh2rIQaFIt8Pw8o+OTtFVyrGlbzp6DB1BCEqZwaPAw+WIR6Ra467abGd67nYvOOpNfPngfIwcGKGKRGI1KJHIyomkGybd3sOHp54knmjz0059y9Yc+ztapKmEI5Fye2LSOzevvxhYJpJAkkNDKAvu0loYO04wAlqagsgHERT0zSLvLJE6OFbMWENY0bznjVHaufYr12w9z4oJjqPgd1GsRkbJJ0hRpCySGKIlQtkOt3iRMFc1QkC9KBodHeM+rliHjUeZVSsyp9FAiC/IH+nfzL9/9Ov0TE5QrnbzjjR/kLz9yDULABa//E84+52T8vMJKQqaG9xPYNvPmtHHazOPZN9DPweH/R+0mTRrx/nNfgRsLrrvhu7zlTR/gyw/t4h3f+Q7HrwBHwlWXnku7n2PJ3NnsODBApXs2W/cO82xrgDeefymxbHHHk0/yvV/8mma+wFQYUsz53HLPHRx70iq+9oNvce7Fl/LMnm3k8nlOOfM4Dj+7GUu65ByXGV3dzG+r4No2o4OHmT/7eDZs2gxrjkXZPn7qU+jspjU5heVadHZ2Up2qZ/aOjk1PRzv1ep28pXjy8XUoCYVCgUajcZRVaabNsY+UKcDRDOClGciRn4UQIDSWVEwMDTNraQfj9RRhBAkCnUgWz1nIqiUrGN63nyvOuwA/51GNYhxhHQ0Wlm0dJZJlnZUXsQ/LzmZX0iT9N+IzAC4St72NecetRJVyGEehWooTV64BEoTtcMYFl7Ll8QcJGlNYvkOlo422KGCiUSfv+Ugry65c18USklYrRDkuWocYJWkl8XTtb2MpSaIkUilSwLYsKsUSxhg6/Qq6GTN70UK+ef0/MzU8SIfvsapvHj8frWOF8mjX6Gj3qBlgvADbk1ilImFjks3rHsXqWkStrvG04tGH7yPvtEBqQCOEOvqZOI6DEHJ6EC7BkpJUZnaee3e+QHd+BXOX9jG7o0w9neKSNa/gF3se4lPvuobZtsFLE9LUECYRlrIRApIkJY5SyqUyjUZErG08K8L1XG577En27tnAlacsppZ3WN94mvHRMdY9/RQP/X49nTNnEAYtLnvV5fzkBzfyF5/8GIGGSy48GSFiZBKQCcml2J6LTjXjY8MUcx6nnXD8y96ff9TBY9e+QxxuLzHZ0cFvr/8+57zybXznvX9JoaJxWnVee+55zJ87C19a9A8NMWdBH76d5/1nXsDM7llcdtm5fOZrN1D1Z/D8QYXXFpJvK1HP+eh5vXzn/js548LzaO+byzwjsQs2vnE4tGEfMoloDe+jK52JiObQUcmzeOUKGtUGQ/37aZMRy888nWqcsG10iCVdPThpSq1WIwwjmkFAR7nCxOgYMzs62L9nKy88twklDVoJCoUCnudRrVaPApXGGI6Msx4RexEyG9+2bRulXsw8hHLI2UVowZ4Nm5i54jjSNAsEQRywcGY3TlTlLz98LW1tbZDECCmmA5XItE8x/4YOntEkOSq8Iy2b8drki6DudJZSKFcozpvDVBzitRSWKHLSmtXoRpOp2hSdbQXOO/0VbHvkbhzbYqj/ILrZRKYax/NwLYtUG+I4wsQZnhNqCJKEnFScuuZE+u+7h2KhiE7j6WMVWMrC930kMGv+QgaG9rFzy0ZedekVLP7gu2k2RmjPe8RJArUp3nHlW/iLh9eCbWGl/w5jmi4P27pm0Diwh4k9u3FThyBRtLe5FCrgtLJzpQ0IDNIIpJCYMMbYVqa9ISV2sUDi2jiVCiaMCOsNHJ0QThymGjTpzsHll55Ku9DEJkRKi2aSomJ19MLhex5pGjIx3sSxfWQSYiWCh9ce4r5np1Bpjh/d/SRUB6ExSXNyirbODpYecyy7Do1w8lmX0zVrKWG6kfauGRwaOEQQ13GVRCqBLS2kUrSiCOXYVOMAIkN94OXbTf5RBw+tPEJmMb/UxozWCG89scyvHvgmh3Meza37WbZyMUQ2foeFk0JQrxGP93PhqSuZ1zeHOBlj/Jl7OeWN7+T1Zy9n+469xKHN9i2H6FnQS7VaZaQ+wtxkLgtmtRNFEb3HLuWmqUPMLHby5CP3sXvjo3w5iUnzHoWcz97HNyFSzVP3Pc2T9z/O8rNey7JTzmDL4DiOCDhmlmTpnNls3bKDs889n2eefpJWvc6N13+bxmQrQ6iFQSmF7Vh0dLZTqwW0Wi0MKVJmCmHaZI/R+sVgYtse2qRYykJZkmPPO5e7f7cOtxYRjPcjK92kNmBZ2Da89jWvplpPkNPEtJRp86zpKVshBCTTviUGYpkipjEONEwMj9OKwuy5CVi2TXdvL5W+LrR08Mslyh2dXHTBpTy6bh3NKKRZb7Cobx4fe//7kEGLlBQmJ+gs5jlcrWEnMfUkzsbtBWgzTXu3JFIKWjqhlbawUKStJtKzsBSUfJ+862HJBGXbPPHUOkamArZv38cZp07QVigzNDHBlBHkLJveni5WtrcR6DyWY2PiSVwnRQcaQps0jlFowqExVCKYHDpMqdiFle9ksjWBXcojalWSxGBSjSNAqRQtWkhbYlGkra8PLWykZSiUCoxXawg3RyoSCBrce9fd9PXOY//FNXRsMylTLCHQcYI0bjbpmxi0Tmm2moSRJo5TlLSwU03OUxyzsJfc73chQge/S1MdccjbhrRkMTA0RFu5iw9ccRnXvud93HDLr7n95u+x7/AI67Y8Qa6clbNJnGCJF7NZYwyp9aJGystdf9SDcUQRt9/yY26+/pvU9gzw7ivezK++9C3u/vK32PD0ek457RW0TMLBgRoHdo9SHxHkZAd33X8ru7Y9xW9v+R5THfCtX32LFw5upiANdiPgTZddgi8Nkweq3Pnzu3GljWscKl6ZNrfENe/7IA1AuDnGRgKUkRRsj+pUg1Gp8BYtpuGWCK1uTKvEVeefQ21CEMaaQ2NjbN79Ana5xO2/f5S0UuTJXTuQUlIqlfB9H9/3saYBSa01vusyo6cH17aPMj1fuoQQWSbiBCgVE7SmqI2Pcs6pq7nxhi8TqYjBnfvxkxhLZ1/kd//pn1PTgti28Do60crCljZKiIymP/3eWAqmR7gFCp1CHKWMDI9lnYDp2QhXKjpn9GKXS1THawSNgNH+wxy7eAXPrX+W3rYO5nTPoNlqsGThfBq1Ktpkdpq9CxdmLWfLxlIq0+GEozcN2AiKnk/B9RgcGaFUKr3oqBfHjE9OsnPPbp56djP3PvgwE40m+wcH6F6wgL2HR7K/YTo70gIGD/Wza+8ePnndJ6ksWsyc1SfgV9ozUNiJcSQkUzWGx0ZI0oh6vYrjalTexvMk5c4iqYxRxCgdY0xMlMY0sanhkZvZQWl2D4WZHSS2RbGzC7dYoNhZoc0pcd9tv2VsaIJzzj4XppXdYp0Sp5pEQxDF1OsR9WYTZPYZSFvh5lyEDZFQaC0oWIo3nL0CaRWQoh2XkHoj898pFnxkpcDhjhzNokelaPPM409RGxun3N6NNEmWHfGi+vyRrNIIQWoMYfx/oVX7f2ItWzKPU45zaAZb2ZsGpL1zUG3dzJm7jL6FS3n68d8zq5Tjc39yBQd/8y0+ucZiUfVZntw9zt2Ha9yw7QC14jxEoYc0yFGNJTWdsOm5Z/nLD72fKy+9gI/+2QcZGz1EudsntVpEqslpZ6/BLVisOvlUQuUzNlxFpg6PPv407//sX7Hw1DXMWnMqqvd4/urjHyMXRVx68nmEoaAWGQIpsIRhWfcMnFbE0w88RBhmk65HDIyOqGMZY5AkWFLT2V6iq6vrqFjxkcccwRriKlTHJMLMI1dcAcIndR2OufxSQuFx8LlNOHFA1GrQPzTBZGwIRUzo2DjtnchiGeN7kPMR+Rx4Ljg2jTRhMmhRr7aoTjaoTr6YyiqlUErRPXsWxrZYccLxKL8EOFx80as5tK8fW9r4bo65M2Zz3PEreNdb3kTeUSTTWMqRobzOQhEXQcl26SqVacvlqfg5eto7aEUh41OTtKKQw7Up5s+fj2NnbMhms0kridGOjdveQWg7pF6OefPnc9Lp57PuqS2kaUpOWdOCzwbXy1Mu5Tj7nBPx2jpIvCJ+RyepbWP5eapBnqmozOiwy2RrLpGZi/Rmoi3FwMFDmdWjBIUitfLUi23kli7more/g9Ne83ra5y9E+zncQonumQuoh4Zly5ZxxumnsfPp9ciJKgd27eaSSy4jTUAnAnTmMZNoQxQbkkSRGkO9nlBvpExOtWgGCfVmQhxBtakRccLp88pcevpqRLObZgwGSavZIA3rjAzuJfEkN991N0tWLGFZ3yzcqImMG/h2CiYBJYkxxBhaSUwriWkGAcq2s6D7MtcftYbp6uNXmZ9+4/Pcs2sXD2x9ga1bX6CtdxYNBK6EM1evon/Lc9QP76IWhVizlnLx297LY3fdxOToCHM72xgLQvxSERFKRnaNk7QC2osOO3dsRFoR5UIntmdxYGgf5513HjNnzqSzp5ti+0xu++W9JKHN9s3rsQpFXvvhDyI8QxSH9A/FzG47gWsvW4WdZleSmx+9Cy1CFvd2UhE25VKFcrHA+699N2ltkjRKMsGb6Q11BKhU6MwcSkriWCOtaXOgYLqcma6LHctQC+G5XSM8+vhGwjhm1kkreGagn7+/6Dzai5LE8lm2ZjX9oxPEqcEWepqEpomjAEtkvJEkSUjjGBmFREFA2Apw9Uvc2bRGKAWOTXt3F5Hv4eR8DBKnrZsrLr+Mwf0DSCTFUoGu7m5infDcjk089stfIYIWzWYTx3FoxCEbd7/Avv2DtCSEcUyqE4yGfKnIrkMHqYlMAEhrjUg1ZyxbxR1334lT9Gm1WliuSxBHWH4eZds0ghYLO3tI3Q4WzpzD84/dQc+sGXT19CIx+MLBkQbb9mjYPXz0Ex/Ht0KGXtiOFhXmHrOGL3ztH7E98DWcfd75HHPWGuLQ0GFpWtUhhp7ZiBIObYuX0rvqWHpmdtMMG4xPTeIkEmXb9M2Zx9Ily2jUqzy/fTPrHvgdcnIEO0o4eHiQrVv2MDzYQqQelhJE0+BzsxaD9rC8kKmxBK0dGvUmvu+TJoZmKyI1gnxZIiON3+Xwo58/xn1P3oYbbMamhUwNCkGI4Kq3f4B//MrXefBXN/Ppj36Slact5IJXXUYrzuQUjSSbb7IyoNd1XYwGpOBPTz77/z0NU6UEX//ZD2jOX4RRgvZ5s6hGBmml1Ko17nnkPmwd46YWulzg8vNO4cGffZPB3buRqWZr/yAeLlO2hSclebdEYocE9XHmzJ5L2JjMUuMgZlZxBi+s38H2p56fnuNICUNB39xFlAoex59xEmkwgaUcTJrDCiRvuOAEaLWINDz0zFrybdCqJiRhTFNqSjpmanSE+sgoBVeA1NN4AyhlkUyn9ak2mbRdkmTzDElCqa2C47tZGTGN6jelR29vB5edcxqpcpi7bCW3Xvl9ZpoGXy85mESzcuUyyvkywwMjmVJVnIBsksQpFiYjJKUGpUGkkCaGNNY4woJpRfbs3Cu0pSj1dDFj8SIq82ZjpE2hWGHx3CUcOrQHHUdEseaSiy/kue2bmTG7h3VbWqw85SQ2PfhI9pqxpqO9jaBVI+fZWHGC5+Twi1amyLZvH3WlcGwLCeRdj8lqnT379xLHMZZ2QUoSozNPVrISoKPShspbrN+wnZ3PH8ZUY6r6IKkt6KyUcV2bKElJ0pCiX+eii87nN/c8gt82l8/9/ddYuLgXPx1FhYaaUJBLpsHjhPKMTqrBKLKzAy0Un/zER/n0F7/Aru2SZauW09HeTskuc+oJa9i9dxc79m2j4Pmo9gqjh0foIMZ1HJJmiEgCLGXTCmNSLTCxIdVZ+7ca1qjYDnECtckarm9RCzIpQpTAlZJKIU9jqooJAq55y4Xc/usfU2g3iDglMZDoFKnh9DXLKSiHTQeeI1Ld/O7hJwjjCS64/Eo8u51qEJJOZ7qpyEoYT9k0kg8xzJUAACAASURBVJc/Vauuu+66/z/2+f+W9c2vfvm6Y04/lokwZdszTzA00E9rbISSDjAmwYpTdh88xGuuehvbtm5mw1O/58ILzubJR58hqrUgFYyONhmtNnGLFRoj/ehgkiBsUW9lwr65Qolao4Uw2ai6EAqpJFLa+JaDlaRoFKMD+9my9n7yVsyCrj7e+SdXk1d1ktBGuoLRib3c+KXPcvKyJXhFnz0jh3F9i4GD+3hy3VosXqw5dfoie1RO2yMEQfCSlqmgGQQ0mk0gJZf3QBgsB17z+ndy4MBeotY4E4f2seHxR/nnf/h7bMslVyrQ1dNO2YIrL7mIRn2MoDFJEIMSESIViCRBRzFxPTP3VsZAmoLWpIBQEiMgshVzli/F72gjsRQTk+PUpmoUCnl0rY6ONYmOmTd/Nq2kSZMWw+MDFEXCnbfegi8dwiAzWSq0lfDKRWb09mAXcjy77XnqaYjleAxPTYJlkRMC37JpNBsIJK5lkfNzBFGM7XnYjgtS4TmKzrYKlga7kOfxR3/P3AWriZxOBoeHGKnvoxq5tIhJpjsqreoErzjrXIYCzeVXv4UkGWSyPsZYc4pNu17g6//yLWwV4JsGixfNIYoTbKfERFij3ctz9evfyL/84KdoDf2D+zHacMaaVXS0VQgFtHd3Y5KUrZs3YwZGMGlMGiW4tssFZ51FbEoEqUcQaZIkJUkt4tRk4LRQWLaDciWWZxOEIYkBEoGfs2nUazTCEF9ZOAIeuPc3CHcUE8Zok0Iao5OI2++6jb75cyEOueaaa7nl9scZPbiTjc+s47KLziJGEQYhEgvfKRAmBi0Flky5+/s/Hrzuuuu++5/dn3/UmMfuw8M88PR+Nm8/xKFRxciwzdiIw8BezeSuScZ3DyONxGtvo2/RMSxYdiIPr3+BZSeeTGy5hLGhY+kCzrniMrSSiFwHY00wKHQaYRDESUqxVKaQL+LYLhiBbqUk1SY6CkiISUXWKi3nOtj16HZu+8aXueLMPsR4QNkFaTRf/9svIvsDbv2n77D25z8nbI6yf2SA4clRpCOP4hbpdJdDT2uWHpEIVEodpZ8fKR2yW4oxKT09XTjFPn7yy400mYNWZRrNOg+tXUciFJdc/iZCbTO0u59ZnfO54eu3sPbBA+zeKQnGXEwkSJOIJAhoTE4RNBroOM6+AFpnepdSgpS4vs/CZUuRlpVNCQuBTB1WrTgRS3sYX5Dz88jYcN+dtyEcTS6v2PP0E/zi2z/nhGUnUJ+qAlkGUywWuemmm7BsSSNoIlybahQy2WyQToP9tucyXqsSYZBaM16t0t7eTn1yhObkEDKtU/IFx82fwYKuIot6yvzrP3yR0Y1rmTrwNLmKzbGrXsHtP1tHw2pxOGwyGjQxliJXKiGigPdeeQlr5lfo6JiPcspc/+OfcXDiMEOHD1Hfe4CxJzfy+E0/YaYQLO+bzSmnnMJnPvVp6kFAe3sBT0FO+hzaNchDTzxIEFTpyhfw45SisnCtzFBbCoVju5TLFdY/v59WrBAGPMeiEUAQWRjLwWhB0IwRSmOkodWKMMYlTZwMUFcpStmUKhYphj0HhrJzlgSgBdIYROxArNCRoZ7E3HbbXZx82hKihkWkC/QPVHnbm97F9Z/6KN2qwcL2lKXdhjntFq3mBOm/Yy3/Z9YfddmSGqgnCTKUvPWqK7jwossIA02prZuf3/orfnbrTym3+/zr937A1de8lWef3YAjBLoe4Vt55vQsoBoG7Ni0manxSTo7ZmOVoBk3sSxB4LpMpBo70vQW88ybVWT3ts3Uai1c18XXCpPYtIzB83KErQbCM1jGo7unwNlXnMaH3vdBNq1/CieoEypNUwjWP72F/f2HWXHm8ezYthvVSjDSoCx1NGDoNKOix3F8tIWWpum0voJGxJqcUARSgFGMjU4yNnGIfbVn+Mmtz/B3f/1F2joEU2P7wXKYM7dEmx3z9j+5mL/4yIf4py98nFAIwiilvdxNd28HqbIIougoh8QAkcjG7ZECWwhs16Xc3oalIHFsRqeqFPJFVp90KpYQNKo1ktDnv3P3nkGWVuXe9+9e6447d5ru6e5hhplhEjAkkRyHbAAERBQR9ehRMRwUQUVEDHDMIOARiYqKSpKo5AwDw5An59Q9nXfed1zr/XD3DPi+T516H56qp6izqvpTV1fv2nuv676u//UPbSXBHbfdTiHn0JoY5vc33EJ5cIzPfPMCrr/kB9jSIhQxkQbPyVPxxxhr1lg/PIwhTIImkNRxTQvTlFSr1TQuUVpUAx9DhYzXRhmtNchaGhnWmdPdx0Wf+zKiUaZSD8i0tSPjhKUP38n+jqZZ2pO5B55Fzm1HRT5aRIyMjYHXzvw57dRbIS0fuqZ7/Pi6a5jZ3sadV19L3naQ1QBtCOxE8dZzz3DOBV/jvic3Mza4HsJuzIyFa2UYHx8niWOWPvsKHzjqWDKugWkbhJHNvnsexshgwsqXX8HRAa7pEugiyjSptWJ0S1Bqy9FqtRgbbZH1PKQOadQVE5UQy3QQxNgSEmWQxCboBCPwQNZ58aXFmF6ETkwgRkQGoZGkfrWthMra9XRO62X1m6s58zMncNcD/+T9e0xj/Zur2bRqkH8/68sAGIbGN3zMvMf3vvftd30/39PFQylNHEQ4wuTphx4kIyJmzpxNeXA1TiniM1/6OOs2bIEkZmhkhFyhxNDYKEpZhLUyzz/7e5JawOfO/xq13rms3D6GzHQQxx5RXMPXRvohaYOt9YBqrQa+gWt6YOjUVUor2nddwJmnfIirL/8BnlQIy8KXNmd94TyitizLNq3DVhGG0khLkiuWGNy4Bc8SbNs6iEw0rimR0kQpjTAEsXp7DbrjCCEQOKmdXM7CD0NyUlGr1QjDkJIlWPzQPznlxBO48ieapt9N51QTwwj43c03kVeKjnwBlE8c+BiYFL0sV/7gW+hAEcZBSlICjMn/K8xU/m9gYFs2rpuBRNMs13F6snT39lBq78R1TDav38DU7m46C3kevece4nIDw3a56vJfERqS/7jku/zluhsIQx/XdjA0IDQx4LhF7rjzKXbZbSbFzgxCKmI0apLr4boujtaMj4+nHpxhSDVsMa2zna3r1/DaimU4Xo5EFGj5DfKui6UUBgamVrz25MO8/yiPhQftx+IXXmSfPXJ4+SK93XmGB0bZPjJAV1snnV6OsUqZoddf5q0XFpMTDrJgU/dT20Ejknzxi1/j4kt/gNM3g/9avTrFnLSgMlEmihOESEfbK378n1x+2SUUZA5LSkpdec4581SGjzqOrOfy3JLXmTp9Bk3fJww1aMng8ASZTAY3m8EQNq16EyebJUwiMDWObZAkIZawSVSEbQlIYgwpeebpx7GthFhrDFMSqwRDTTrHGSCFxHEcorDJvDkzmLt8Do/fcz8ZOcYOPMs0TbQ2cGUex/T49S+ve9f38z1dPKRtE9sOAoEyijy9ZBVjdc1BB+3LHrPmEBsmXR39rFj3BlsGBwj8EAuIN6/hmbt+zxMP3MphJ5zERV8/F9nWzwc/dRG7LtifpctfxhNNVBJjKY02JWEUUQ+b5ADHtMFMORAbBgf4+x33cdXV1yP69mGX+fNYs3k1Rx13AKWChRlF+ElIEvpIQEUxI4ODRHHM6jfWIDQkhoE0HFSSrmjrrWbK4Jy8wNEk+i2EINbpuvF737uUb198MWNjIwCTJjMO5555Kn+79wGu+cUFbBuo86ebf8lYZQDTNPGjgNc2refjIsVvbMtEWpLrr/wZUZIj0BEKnZrkTsrug0mHMK01+WIRL5fDK+TpmNpNbNs0/JA2r0gStigWMrSVcmzftoXNa1ajwpgPfeQMHnz4AY4+dhHr33qF0dWrEdJI1aCGBSLVwlQbgvM++QX627MsXfIkY1oS2Q6xMMgKk3wmQzGTZbkfMurXyOZctm/ZTJuXYflby6kOj3Lbzb/jpFM/yu2/vw1LCEqFTiaaLZRwsYXHc089ykEn5Nlz4YHc8J1LOHL/2Wx+/VFqUvLqK6lnxcREjUUHvR+iMHWkz9tM22tPpraXWP3aq9xy7bVcfMllFGbsho5i6tqm6YeoqIXWBtJ0gFQXZJlZvvGtyzjl2EV86syzmdE9ncSPaM0K2DJaJol3x821Uak1KeQKRH6I43koYKJcxrQl+YykkTRRTkyEotUMsaSNEAGe62Jolfq/SIkKG8yaXsL1ivhhyPj4OCNDQ2ilsBwHRzqMDg/T1VGio97k8CP3Y9P6jdQ2vIKMKmitdyq0dRiTcRy0/T80t8XyPLxciQSDMAzJSMFLzz/J+LIlzFg4C6vQRlkbFLMlRgcqdJW66Ovv4RUzw/n3P8+hB+zP8EvbOHr3uXQVOrjiB5fRMB0e+/z9lPqLSCMgmhikLeOgpEm25KECIwUSJcRhQhKHdNkWYyPDGMUi++y5kMMP3QdDTaDCcYxCHte2MbAIzAAVpdZ8GoEtFUkEhmFSrbXeltlHMVobTIa5YWhoWT5uJgeWxgh8vvy5zxKTglLGZAJHoBIwLM7+6JkgBF/92pdZu+xl4iQi095GJpdny+BW3li2hHnzDyfjFHn2sTuJZIlGHOC4Ntn2ImGYKim7errYZeE8Is9l3cathCMh7Z5DFMZMNGJ62nvZbU4PQavB6ESFGR3tmHHM3bf+DaQk0zGFqX19jG8f4i+/vZE4aKGVQACmEKgwIN81haYfcPwRJ9Hu2bQL2P76YqYffxKVOCGbyaH8gLzrIjHwGz4qUmgpqFZ9Rrdtxm+UyVgQNRLGto6z10En8fqSLWyojrPX3vuw/8F7oQiZMWsmf/jr39l1v4SP/fAnPPi726hvsyh5W1i0767sOmsmK1eup5TpZnhoAKtYYtb8WSRJC1oaozrEZz94HJHMsNsBh7OtMkhkp6HYwjbQqHc4roDCxG2fzr3LNjN03yMcutd+lFwPR6Uh0u3tndRbDQwB9UaDKIpxpEW54dNUCi+Blq8R2GQ9k3E/oNZosEuhiOdJlPIRGsJQo80sfjTKqlVbCMNw0pNXIrSBNjVKC1okvG+v/RgeG6crn8eYCR88cxG3XLMROdjAtmN0EoIQGEJSr9fp8Ox3fT/f04BpqVhki1+lf84cZnf3QrmFjgRbto3y6H1P8MDf7mXNkqWMbVtGf0+Opl/l3n/cz/yD3s8uu89ifmeOvdor3HTDT1i8cS0y52JKDSohDFXKfQga1MbHCGqjTIwMEAfNlCI+GSZcyLhYWcBrIttbTJuRYdvW5SRGTCNRtGplso5NrBSuocmgsUiwhSBMHGJtkqi3BWcpJXiHtwQ7WZRaG8RK0fJ9arXa22+CntSjGHLSLCjd2qg45tdXXokgNfdpjE7QrFQZHB7n2584l4LXAHOCS844h2qcIE1BsVjcSUmWUjI8PMymzRsZGBmiq7eLo04+HF+HCMdFSJvZs2alr0EIjCjmzZdeZu9582nr6+d9Bx/ERHmMX/7nT4gaASQpESrRGo0kjBTKtujo60N6Lueecw5dnW3c9+hDPPTyixgy5T36jQazpk8nI02KmSx5xyUnBSXbRjcavPLMm4SBh7I6Sawulq9+gYu+8ylu+csVXH3NTznhxCNJUPhJzLLVK7BMwcbXl2LHWzn7M2eic12EoouRCcXLS9ehRCd2V4lWxkH0TmGsfQpRey8D2wPqFYfE7iaMJdXNmxjetDkVy1om0rQQwsSUFlJaSNPEtCTSNFHCYtc5uxMJi5qChjAohyHNOKAV+0QoakGTMEk1Tw2/SURAM6wRExCoOtWgTjVu0jIChKuIVYhlmSidoMyA+/5xO62kQpS0yLkmQijCxEepFIiXFli2yTe/dRG1MCCJIkw0ncUC//bFz2F6ObR6+8Lv2PZNjJXf9f18T3ce9WqZfQ49k7OOPIFz9tuPM48/gcCyGElM7CSDUDHllZvZvmqQ3ul7EtsZzKCNtS9s4EeXfouBhx7mw9//JdmOPKPGAyw68nCymXbyjkAQQ6tK0XEQiUIlQUrZ9lspgJkKL7AMga1cgrpkpFXlvofuZt7s6eS8NJulsmkbtZFh8p1taKfA8OAQjTjmfUcdzrwD9yKpVXj6oQeprFy7c4vyL+pY0sJiui6253LkoqO568+3kTFNDJ3yMnZsYZJJhuoO0NUy5E46u2MIGtUKa1XI1M7dOe59xzA6NM6Q148f1+no6AIgifydXxxTmPjlOu1tHZSkxJ/YivQ8lMyw6Lg0RrLZrJOoGL8ywYGHH8Y5532FH/32Wq74j/O54tJLufyKH6fKUoy37QwtE6Rk7j77UI59TGkwNLiZz51zKp2dBXxT0QgCFClVfWD7dmI/IOM0mdHVzbKNDdavWk3cbLHoxKOpNBu0kpiRiQkGV6zl2l//hqOPOgYtLLQdgSWItEUxl+fkIxfxwiNPMfzyU/S/73C++f1L+NX3LsBNagjRpKkb7HbI8Uw5ZD9ipdi3Pc+us2bTSAR35x122/1AXlj8IsteeY6cFJiGwHDSGE6J2ql61lITawNsi5yXQScJDb+Fsh2UkSCwSGJNQ8eQ1MlZJihFFMQYUmPohFrYoFINsU0PX0gS5dDTWSCmjlIOzVYdaRjYXolbbv0zbs4i43aikhZKRSgVoyS4eJhI4iSk0mpSDwOswAfPot11GYtHmDpvDpuXPpt2cDrdru0Azt/teU8Xj4mxCU6cvSdH9nYg/WHue/ReTv7oGZSbdRLpp+aysSAKQlyp2T66hR9dfCFP3H03e4uAtiOO5hu/W8gVP7uSW//+OGtefQY/TjjigHm89vqrELZoNipYOGAKYiM1KpaGwp7EDYTjMDy4kurQEAv23Rc3E5PJZtnw+hKeuPdv+HUbWwoSqRgYeJVjjz2WbLGDNzetp7xd8+rDzxBuH8Oy3J0Xn8nMjx2XWDoOwjKxbJua30K6DkaUiqjiyW7FNE0SNRmL8I4PfIfithUlmEZIWAlYVl9JvTQVs6uPcm2MjJfD0DodeyaPYRiYpklQiyjaGca3bGPD9hGKnQs47aMfoxlVaW8vEYRN0LBy1XKWbNjAv/3yJ4yMDYNKEJYkkm+/FjnJEEUI+nadQbnWAht0EvDCI4/Q1pGn0RjHzrUTa4XlZrCkhZYS4Tr4UUTDD1i/fZxXlr6FFIpSS+DYHrlckb1nzyZT6uXxR+7n0BNOplYNcJ0spbxJu4T2fIndevqZlsnz6D2PsOThO/ngx/6N/U/9D1a/tphsqUJ+/lQ2TAwT+j65SPH3ZU1KTy3BbVSZUsrxg3NP487pC/j5C8vJTLdI0EiVdn4YYiebO5GTgkNTcuLxx6OimEac4AcBGdtFGgmBH5Fg4AlN7IcYhmJoYpBKZQSVxEw0QpAhxXwnTWEzvXs6nmOndooyNb8WBtSirZz1uRM56JC9eO6Zp7jv/seRLY0JeLlOPDNHs15haOtGXnnjDfr6p9GWyTPWrFLIOOSLHnvsvx/bXnsBraI0k2aSbLeDQvBuznu6eFhC4JlN5vV3Mbjsdc776VVsiC3quGRjn1ArktBg/n6HsXrdSooZi+9+/gv4k9To4485hpkzduWmH32e+x9bwh1/+A2emZBpJfTOW8D61StJak1M0jfQFJJUf20QaAm2BENz519up16rsEurhhmX8TeUuf3a34JZIucC0mDOnHmMbBrkkXufpKN3CrvOmc39N95BxpCYgCYiUQmJStghL0eD67mTq1IoTuth9ZZtOK4FkcR0ptAKTLTehDTANgWKiEQYxEnKV0njHdL1W6xMEJqiyNJotchms2SFjZYQkfJFhBAwaeTT1tZGqb2dysAQo0PDWK7Dly/6Cm+uWUbGtGjUq+Q8i4fueZCTTj8Hb04ffthiYPVyCjmXxx59iKjZQiBIDFCmxNKSXEcHiQG2FaeXxzV55PHbybTlcLI56klMqdBBFEXpeCgmjYmkgcxY7LPnHszfdy8Sz2LblkGKlk1vsY3h8gT982Yyd/p0dil1EnhjZNvaqTcC8sLFsW1u+dMtnHbS8Ty/ajmG32DGa69w4sl78YlPHsdPrvg1rfEJDDRtpo0/tpWZhRKxMOj2XJavW8WxRx/CDX+8E6fXRrkukrTQpqZN6ZZKGSASE21K+vv6qIwOkcvliZTEwERkE9BNtACNot5sIeIWEyPDvPbma/hxlJpLRy6tsImZ2UB7Z5Hd2gr4DQfbyWCbivHxcdpKGULD4E9/u4OH77oF5SYcedxxbBseY+Xrb2ELg7b+qZgVm84Z7fT3TEGgsQseVtykGgZ0d3XhOXnuF2nEptQJJmAkCgG8Wy+x93TxkJbF+4tT+NypH+PNhkFr4QG8Jat0eZrRNc/REUcsWLgPSsTYlkGzVqHRaJBrb2PVhg0sv+ZaOjrbERo+8tGPMG9eP3GUUG01yWVcvnb+efzqsstBWsikSZwobCnT5PokTmFKA/74p99z2NEn8cAdt2IEPlai8Lw2AiRRFBEqRSQFpd3mki8WadbKvPTMS4hIEWuFME3UZIFKsQ69U8vSaDQwDAPP89Atn2h8CEtB02jjmOPP5hNfPY9TD/s4TmaCctwGwidjjEIyDLK2k3C2g1y2w9wnDENyuVwaNTgZCaC1xpCCqVN70xDnIGD7hk0ErRY6jtFhyLOP/YH2vgWE2qGr2MmDd92FNB3m7TmHTUGAiiW3/+WfdOazbB4cgTjlphiGkYrfOjuJRApwu1kXoRTV0TGKnjcpkDP59CdSi9tms4njOCRhiJ7Ef8ajgIYRU20GCF8wpz1PMZdn27ZtqDiiu9TOg0tfZOmLSxhNAjyhKbaqmOOjrF+3lm9f/Wt+fvtfcfocstLirRXP0WrVmD59G5d96zNcftVt2F4ZrzrB4YcvQs+YihknHNXRxxW//AX4Pud94asEsaIwGVLtq4is56X5KkqlYdsiBU79SpVhe4BqxcGyLDKZLOVygKE1oR/gK5/64DBqZJxlryxJw7UzJdxcG0k+wnFdtDYYGS6zbNV6cvNSsqKrYzIZk2pUBU+Q36UTf0sDo57wwgP/JMm4HHP80by+bD1vrF1OwdL09fcgXYcoVjRazcnEPYeJ2jiGY4MwQKXewPr/oOPYcd7TxQNMFhxyBH86+gS21Sqs3D5M3XL5xdW/ZPk6i8RRjE0MUfVrZDyPgYEJCm4e0zBpjFcgThhrJhi2wZU/v5J8sYRnWlhJQjw+zqN33IcrJN3TeujdcwFLnnwasxngGQah4ZMQYyBpVXyevP8ejGYdjUmoTGI/wstEIDwCrZgxby6is4NKo05uXDL0xqtInbp2KW2kK5XJ806nckjDmZKWz+D6jTiuTRRpWnGFX139DeKowdPL7uKxx1/mmBP2wM267D+tk0IWouBtzMQw9E72qtaarq4uokm59Tu5JE4+R0QaUjQ8MoIII1ScpECahgdueYCjPxhy2Ac+zC2//i/wW0zv72Fqp0V5LMBVLpf/9Hoee+QuHvvzjRSyDvGkoK5YLNJIUt2Gk/EwpKQ+Nk7GEoRxjOOkyH4QBNTr9VQBG8eEcYQ0bWIDJkKfUAmk5ZAxLURisGnbAKEfMHtqH3/7+33MnrsnBxx8IHlH8vrry7nnr/dT2+6iMruxet1G9tt3IRPVFmGrCoFi3fgQa7eu4+47buObl/yA7Vu3s1vOY8nmFZimw923/4UHNmwlM62X8a1befqhx3j/okX4bip+c003dbo3jLTzmOTnmIagMVEmaPpYrg1GgmlJgqZPdXSMtmwON2iybMnrGM2AvOtBRqbBWGaCQUwSh0jtIdwMpbZuEmHQSFpkAhsdthhREzhmAbOzhDExhGdalCs1VKvGE089Qt/s2XTobspDY2zYvIVEKaRlYTkOYRjiOGlR2zpexs7nMGtV0HFqffl/eN7T25aZ03uZO3cu9zx2H21OmYNmuBzbZ9E5sJapPQW6u3chFhZOPkNUrdPV1kMlTAhaLRpjDSrjPuWxMiNbhkhqIWPbBhgcGKDRaDCweQuVWoUZu89nZMsgZljlrC99mu5FhzNcLBBaFtJxqZSr+FFArdVCCZNEazAVWiiCyEhJbPk8DWEQGZDP5Vjy/IuY0kEJTWIoNOpfDIyVTibXfgppCvTk34a+T+g3iUKT44//OL+57i6yFtz4u6s549T3YTRCdC3ANjoQQTpeafj/UIyVUnie9zbN3QCEQTafQ+ZTBWxYrSGDCCOKEUqlFHRS3OKpfzxOqRlQGdhEeWyIN599lt9c8VPyNChKye5zejjiiMNxLYcgCTFQGEKjhcZB4Xk2SJBhCyEilJlgu4LE0DTjiF3mzEUlAUmSEMQJkYbxZpOxVgu0QaQiZBLTk82yZWwcFSnmdXXjxj5HH7Y3lYENXPXTX3LrnY8hMwUu+N63uPS/fsG/XXoBf3nwFWojmzn+4N3Zb+5+nHXyJzhin8M48qAPI4w2/nHD9bz82J2ExR6uu+lOjujv5eb/vJxS71SqW4foyBQ4+uijabcs7KiOnNT9CJ22+1ICKkYlAXESEqqIZqtGeWyE6tAooxu3UR4doy2bZeDVJaxf8gZ2osjkMgRCp3aKliTw65hJSENBpmcGR77/UKZ370Ix04aLQZC00EWBaPdY2dzKlz79ScqVCZoTVUqlEm1tXdjKYnjFapz6GOeefQq+owlcg3oUEmMQKoXUsOvUXtq9XLoJs0wwrTRE/P9ltP2/e97TncfaDes57fOf4dNfOA+vNsHXzj+frcMTbBqYwOloJwwjdByglKZerZK1bHIZk3K5nAZe51ySyEajaPl1nIyXchwaDaRtEdcbDI9P4EiTJf98BMey+MDB+/Lo8DaWLd1OpRmg3zESmKZJrJOdq05IM0a7pvYQByGWZeEZgiQI2MEG2PGU2iGrfydAtdOpXJpvk3eShI4Oj+uu+wlPPP8ioZXlxcUvETZ8pJGucw0hif+bui8nzV6kZaVCOBWSyWQAKHkZRoeGQroUkwAAIABJREFUKJfLKckEdn6JdrxGwzC46DvfplarYZqpz+mKV95gxgsvs89Bi+jIFtL0uwiETH9vWebOeEylFNIw8VsRAhuUIIkMhDQQBkBMNYoRKKLJtHolJUEQEKkkZXomCcODg5R0g4wQtDl57rr7TvY67gzO+NjZmBpQqc3eaH2QF958g10WLuSyn13KA396nL9f/zQHHbsbt9/8axY/vAQsk4xnsXjjKK7MsWCPhzj5sIO5+PyL2DAywpyFC5moVDDDVMEcRREuLsqqo0sWielgSIlUBoZSaBEBIs0O0gboBK3BtjJIoRjZsgUMiXQ0Ok4fNpZjgimQjp1KBRyPww45jK5SL33FAqblkcQBytKEQYMtzQqyp0i9Xkdnp2DaNsQh1ZFRilO7iVSCSKA6PM4//3Y3Xz77HKSfSvknymU828JvBWhtMKVUmnxA6Mkc4h0Plv+hxQMpeOG1xex75OEMDYxy/WMvkG9rY10Q4m2fIJcvkS2VqAwOYEqHTYNjWG4B2+6hWRtHBYJMVpIojSFB6hghDUyhqJbHaCSk61nLJJ8p8Mxjz/LQPx6jt9hGqVQisgPiKKDRau3EEjzP2xnWlDoywa7z5zFn9mxWbVjPq48/RclykImCSfUsvB2raJrmv5gC7TD72bGpSCKI4ya/uebHXHTRxUydvT8vL1kMcZNYCpSwSQwPx84Sh/Wdb9U7V8AJmiCOMB0bUyVII/2YbdsmLFepTUwgAf2OorbjdWazWZRSjI1XAIskMTAMifYV9970Rz5w1DEUbHjtpRdwTZNIx2j9ttjPsK0U/zAEmmSyMKUFhTBBywStAibiBJ3EuF6Gmu8TRwk7+idXSno7u9i6ag1t2SL/vOd+qoMj5LJ5wj/exurBTfhBjYYfMm/OAkrT+jjguCOZ09dNJtlC70dn8+UL7+HhCzZRcLsIJ2z6d2mjUh6Dhk1D+tx47W9wVPq+zFu4D0NjwzhJTBSEqDhOH0yGhVQVsrk8hpfS9TQGSkgSAQIbv6kIfEFv/wz23ndf3lq+nMq2lZTyRWoKkrCFDgJMx0FaJrGZJXIyREj23f8Q2ts6yecttCMYnhil4NhIFRPLiA3lUVRSwct4vLR0KZl8DjU+hgTGBgbxslliBUKb1Cfq3H773zi0fhzve/+hRElAu5UhYzkIwwRtkDUNEp2yEpUpd2I47/a8p8cWoYE44pmXl9LW04tnOwxv3ITt+/TP3guv1EMrltSHRhipJ8zY/2guvf4G5hw6i75ZebyCRhEhLZh8vmFLc2egkTYtyHjsMncOTk8/utDDgYs+xvaKi+PmKJUydE9pZ9q0acyaNYvpM6ZRKOZxHAdDCgwpUKbN9NlzqFbq7DZ7NpWRUUyV2rsZk91Jmk+r/oWg9b9qFy3LQifpzPyTS77LprVrac8oXnjifmwJktQQWbpZEuViChNDCdDGO7ojm76+PoRl0/QjlDLIFtoxtIlA4tfrCNLRSekE07bTGdmyyBUKNJtNarUaatKBKtGAkMTCwow0Xz77k5SHN3Dn1T/FkBGmIDXxiRPq9bSYmZMEKssEaem0iFipK5cJrFjxBuVmg4GJEcYadRq+TyMKSYz0Id6ey7Ps1dfwqzX+/Nuf870vfJxnbv0tN116Ae1TTXr22gUxawq7HjqXwz56DHP2n8tjT97NaScezWdO/Bzf+OwF7OqYnHx6Hqv7ZXY9YBrZXQuoXEgtHMOdUuJjZ32FeuBTVuC1tbNx9TpEKyKJY0xhUiwWUVYGI1KMrl3HNMsgHNqKNBIwFIY0qTWa/OnGG1h81+/4zqeP50sf2pdbfvhFFDZNLSDXgVvsx+6cgeiYgS7NoCoKfOST/85nv/QNukpdBK2AiWaNB19ZzPLBzYTKR+mYqOSivfRBU603qdbKeLZDLAWhNvAQqEoNU0NkQJLzaFqCVVs3Yphp8W41mhg63arcet111MsTSNPAMFMneiFTktu7vp/v+i//LxylEpAOZiHHxtoI25sVZFuRIF/g3PM+CnaDxtggwulm1kmn8fnfXEUwrcSYMgjrEYaavKgITOlgGA6RFmBY2HaGfM8U+vddiHYFvgpxMw7f/v73+fTXLmRdWRKJLLEEIWKU8tEqIpu1mNrfxdT+XjLFAu7UfsbChE2jZTZt2oZtu+kazhRp0ZiUue8YUZRSqcEw/Mv4szMCwU67kY6ebj56+oc55vD9+eK/fZKrf/EjmtUBTCPkO5d+FyWnpIlvZoyw4jTiUEpsw6W9YypTpy/AzPYRGXm010fvrD1ptAwiJZCOg5t1yZfyaUqcaePmSnjZLKVp09FODktYGEpjikmncSNK/U4Nm7NOP4X27vZU8Rm/bdBsTDqQxWGAoRNMQyBU+pP4mljHGInivjvuZmz7NmzHSkV/fioSDKIII1EEY1XaPY8H7r2bRq1F2Ih56Y03eWr9KtyZ86jFgrAcUI8Tnnl5Ma88/wJP/+k+MoFLpKBZCTFiwfD67ew7fw6Xfv/r1BsT9PT20TdrJtNmdnLfA7cytXcXumbsQr1cxcOh1UpQsUHLD5Gmi+NXMVp17KjJqjeWMjE8hGPaCCNDGJvcdO3VdJghq1asohKFtLsOS5cuBSdDVU2hpjvZmumiOWN32vc+jENPOZsrr7qGfedPp9MN6chmMC3JYKWCkhYFW9BsjNCwA9YND2DodBzP5wpUJsYJ6w1Cw0xNlrRAWSa7zplF34LdyE5px8u244cxE9VxYhJKXe2Yps3YxDBvvPwCuVwWLUwMUrzDtu2d38V3c97bY4s2ME0Xy1R89mtf48JPfIreGbOZO28BV3z9G8jEolJV9Bz3YT5w/r+zcnwzE28sprxyFRkhkNomVvHbsYmOTaI1URxjZzNMndUPtkkzSgORM57L9i1vceZHDuHEU4/mrONPpztTx5zclAgBmngn6zOfczjgmCP40PHH0fQDytUq9/7hVkxbooMQYZg7x5R3iuB2jAo7ZfiGeDst3jB2jjW+7/Pggw/S09PDPffcw9KlSzjz3M9wxplnc/c9D7DsxSaOtQkZW4QqwsvmKZV6GPMFBx+ykI98+hwyjs3Lj9/DU48+TN5VJIZDEqfJaY5MQ5UypRLYDluWreHsyy9m+Ztree6vd5OzA+KkToSJUuw0ba4HflogJ/EOYaRZKolW1CtVpnR3EbRaSN5m0mqtCRMjDTkKFaufW8xexx1PC5O87aGShI58gf62Dl575hmeeOxRSJNn2e/AfXj4+Wf50R+vQ7pFHM/DKeSxdY5M6PDE3+4iEwoMx8YXWQpdfXzvJ1fx/csuIZvNcum3L8SyHVpGhO8JNq/bRsF2aPo+cRwROy62kGhS9qXlukRoQm2SWHm0V6DlwgF7L6Rc9dnUanDJ+ecxw7YpFGzE1B50ZYx1azbx9LKVXPjN88hm8oABQYxlGmgC1m9cj2gNUa9WaLUCWmGVoZFtNOpV/MGtPL9pA7393Rx4wtEMVGp4QtLd1s7GjRsxXIfhiXH22HNPNi1fiUjSvJjBoa14/VPJTSlhugX6Zk5n69AoA411TO/5ALEh+d4Pf4RlWcRKp9k3STLJLRKY/wvD7f+/5z1dPAQG8cAYUavGjZdczPQp7chmhTVLX4BawtQZMxG79XPWBZ9hwh9BbF3HQz+9koKAUBjYho1I3g5OipIE23FACmzPwxIKqdKFrBYQ6pjxuk97LSLWEbu+fx7ltyKUTg2BtdYICcrQuJkChjSZPW83KptX0dXh8fQDtzNFNKCUQ0c5FCkYWa/XIY53ji7ATm6GZVmpAdFk5/FODGJH1OOOCMqJGlx60SUcddTx3HbbVZx95qdYvzwiM8ViwR57EJuK8UrEaaefwXh1M0VrlB9+/VskSuDZLloptJXGOrhuBi0EccmmZ9auzJs7n1s3t3jkT3/jaz+4lOefX0FtYBU5M0THEiGSnavgySqaivpMCTr9HcJAJwmViQny+Sza4F8B4kQQk7Jl161cxe5HLyKfzZGb9C0x4oSta9fx0jPPELQaWLbJltDn61f+klfffJO2ti4SYSGUZkp3Dxtfepk1m7chtML3bGKZ42e/vZqXXnqGD57zITzTYmgsT9RoMKUvT7NSpSOTpRUKqttHUrHglC4GhoYo9U2lPDBE3FIYlkvHtDkoD6ZMn8mpp5xOdaTJS68v58mX7mX3OQs4dvfd2TK6jd0yPXhxi+dXvcaKOC2At1x9BQcdcyy+EMya3ktO2gjLJbA0b6x4g6wFWwaH2Lh2NUOjwxRRDK/fgE4U+5x2CkM1H0eBQtGIQtqKRQRgeS4TExNk20uE4xMIodGNBkYQYOWzSCchCRMO3PsQvvixM/jQgYfw8//8L6JGEzn5XdOT+Fo8OTX/D+48FHYxh27UqA4Oo+KEtrYOGs0WXr7AtBkd/GPpYnIStlTGufmaq+hVCUobSDN10baEQE+CebZMs1llPoP2XAI/xLYFJCANjZ+k3hamqQiTgK9+5fN8/1sXU9VT8KsJzWaTYkYipYFdzKFkTBg3Wb+pymUX/55sTuFmCoR+TMtWWDpGKk1im+SERJsRbl4SxxKt0qex7/uIKMYUBlpDrE1s0yRQEbJUQFSaqFiAEeNHVYrd07jwP77EZd+9gGm9WczMQohCVq9aQ6U8ypd/eAlj0TCvPPEYj964BWQOYUYEcYQnnTT0OO9Rrgd84JST2bZhM5vXrGTthmW8sORu5u7zIUyryKW/+A7f+/z5xE0D4VaJYweMFikbPe1YDNIVptACDJMk0cTEhK0QnckipEDvKDiAMBSxNAh1giMdRhoNprpZxpMQR5hox2bFW69TGd6OTBSGmaNQzDHWiAhkEaEDqLfICcWa51ZQ2zqGQBAaJrMW7MEZ557DA/c+wOzZ0/nImR9jbHA7ry9+HhUH+FEVI6ygEoNCV5ZNgwmdvVMRGU0UNlGtBqapOf1zn+CZV1fz5osbmL9oL0455RTGapuZ2Vdin70PZ+G8DhbM3B1px3h2jk0jFf7xyPMMj1TZnjTJD4+xZu1a+mfPwnBsrLCOY0ks12Z0dJRVq9ewbWAoJQbKhHh0lC2VKoWMy/x9F/L6yrfId3UiOzqY2dPLtsFBAktjKoU1ezrRWBUVR2iRIAxNpAzK2wbpKBQZ3z5I3/QZNEaHmdo7h0+feR44AsMReJaBkgZKCaLJvGGtDLR4953He9o93fU83Tl9OpaU+JUGluvhltoYHhohn3XwDINRv8UHfvAtlt37ALU1a7EMjbI8dDIJUMpkJ6IspSSTy9I1rR9fKwxipLQIWjFN5dOSHl/96oXM7O2mFQS0TenkyD0W8MTj95HgUG1pTAmj5TJDtTq4Lm8ue42sAVOyNg/+7Q5EpAj8kNiwaMU2Rt4mVy7jx02UEaBVhIG3s9MAMCb1KaZpIqRF6PuUWwEnnnYabbPex5YNQ+Tbulj86P3g5TFqYySVQb77/Qt49sXXaLU0dq4P1e/Q6QX85fobyUTgaGgETSxTYdslLCdPTUccd9ih/OE3v6ZYynHA+9/HDdfcwt4HH0z7tAJ/uf53vLlxhDFMKgi+882LyQyMkrHKKMLUiVuBNNLCoJMkRfMlRESQmEhpUCwVAHZulCCNJ5GGgSEluTlzmHroQUzJtaHddPae3dnFtd+5BDtJjaBlIUdgWlx44Q+xZInFzz/LXTf9jIxOIDHQmEQmHHzMEfTPmMbf//4g1/z6r1zw3Z8S6m30deUZ3rAOXWmRoEhMi1LPVGSQgueGa9CojqFViBQ2oa+oxhE//t2v6Zs6neroKJZlUW81CZDU6nWyls3CGTNTx0bDolKt8dULv01+ZjeF3k78cpOidFmxdg2O6xIlLWQMjiFRKsEUAjOOGNs+SBK0sJVOQ7VMg2z/VPJzZyGLeRbMnAl+wHi5jMjZBBMNdDPg1bvvRwU+Ig7wzMloUNcl31aiTsReixax7bXVbFizga58nqjRhDgmMNO8HqUU0WT3gTawLJutL778rtzT39OAaaIUrVbAWKPJiFBk5s2i6pjMmj+PumkyFigmwggxMkRjaDtWNkvV8/BNC+24qU7ZlGBKtBT4Oqa7v5d8PkvWsSddlVKswZU2hJpSRyfVpk+CSRiG/Pv5X+XM0z/K2lWvURldx7pNy9g0uJZqbRi/OcHM2bPpmjaN55etYbdDj2RACbZrk4XHf4AvXHEZn/3ud9jiZVCWi5Am0rAR8PbGR+vUHVwp/DAkSnykbdI1tY/l6zZy0gE9nHXcNHafnXDiGUew8MhZrHrzKSrDg1z+ne/RkZMU2nN85OMnM6WQ5947H0SRw2nvxchkKLZ1YFtZatVxvvD5T/HDb36DP990E1oZVCaaPPPY40wMrOCWX19BS7r84Fe/Z2CghlGr02kqfnvNr4hLXUR2BxgehkhxnHf+aFOisEDldgLAOxzf33av0hjaxDJsAtNmz0MOQSPTBDthMSVf5K4/3UaW1BBaGgZxyyejW6x96UFOfl8/xWgImSiSKCKKFbFlcMSHT+HJl5fz2mvr2Xf3vdil0+NrX/o0C/c9il1mzSNfbCNxQrRjkyR9nPbBi6g0HMhnGR3dmhLAhMDJZTFdl3bbYsUrL7FtfAsYikbgUw596n4DbRlUmxUsRzJRrhKETUwMJl5fTvDSG6y/4yG2Pv4Sm5e8ijdWRW8exB4eI942zNY3VzO/e1fGV6xnYu0GZKuJGyUQxSRS0LfnHuy36Gjm770PHd09jI2NMT4+jmVZNCtVRKKIwxC/2cTRBmKS85NgEvgxY9vHMOoxu07pZe2KZZhCMzE+Sr1cpjI6QbB9lMbAMMHwOLLuYzQDaPj4E7X//hL+N+c9PbZoKVEdeeYunE81buG7RU449TRWPvhPpuZzbK+OMntaPxsffYwO16B/+mwOOHgRq7dupVKpsHzFOryoiU4Cci7UophQJRQsTckwaCUODT+gpWPqkUlsaPqnlPCrNSZ8CBO4/cbbKLUVufO++5m+9+54VpbNo0MUCi7TRImeXA912+ZDZ5zFrXf+kQsv/Q4lN0s1CXGkj4gNPvnvn+Ce3/4ZERi4ZoJKIiwz9bwwPRehUpu5JEzwY0HOdRhqjnPB57/Odfe+wMuvLuXcT36KcTOk3N4B8xYSrNxKeajOk48+zZSF82k2N/LoDb/j9NM/yNx58/CrNW6+9hpqE2W2btqKVhEXfPVLGEm6BUJI4iShFZscdOwHEEKw90kfYa8DF5Fr7+H73/giTz9wG64rmH7z5Xzk41+h6PZiy5jxsEl3sYRfLuNITStpEgcxN1/7e750/ldRSYxnSZKkmdotCo3pOkQ6xHE9+vZayGBi0N3WjiLBs1ymd/WxceUWckHqB2JohZUkJKHNaC3mVzfdxB/+8AccFWEaNpGbZ9fDFzF993340tzdqU0M8/yLTxLXt3LWon3YvH2QtWtfp3tqB9WWS1SXPPf43fzm5qvweiRjg5tQYYhh22jLJVEQNpvEjSrXX/ZjfvvEw0QNSUtHmNLAbdZZt34t1VqTmR0dZAyDUneBn/7mZ2RzLuWBKsLUWG5AfXQwJf1pjVI+hpT88fob+OlPfs609hyj1QmiKCZV2EG1McYvvvkVBqp1lm3ejG0Iujo6Gd6+nbGxMTrb25loTpAxDMLAxy4VifwYQ6tUZGdLLNcidjS6EWFpD+VHEMYgBLLgoWwTEkWsFDpR4If4gUT5735seU9HL1z+s59+v22v2bR0SCuW9PfP5ezTP8arjz7O0MAW/CCmUMozGkRUWgkbt5VZ8uIK9pwxm33n7U59aIKtm6tUqho/cjAsies5FNsKCKVQmCTKQAkT13Voay/gShCtJjN6u+jKe/zxN1cTBQFbx8sk/VPI5DMYQjO4Zh3P3n0f/7jnAU4+9VRGx4fp32U6N976B+bNn0ccBIzXWhhCUCiV2HPf9/H8q2/QNExGlMmUOXthFHehrkvUzB4SpwNfunS05+huK5DPWDiuQPZlOe2DJ7Gwt4/DFh5OsxIgu3dh1atvknFzjI4O0TO1izVvLuPc087gkm9fyH4LZvPHG64jn3VZvW4VKkiDn7QyUJNjhBQGTObExsrAkDajAwMce+TB5FzIObDPgtmsXrGCjVu3ceyHP8GmLSOYToaFC/akr2cGwwNlGlWTKbnpfPSUD9HbadPVM5/nFr+On5jYpoFpTa6ktY1rF8jOnU9x94WU8kWKnoft2SitsbTB4PAIo+UKWpoEQmLYNrFlccoZp3H3n/9CPDxM5KZdXM+8efz8Vz+iVRnn6qt+zvD4OIbh0D+lm85SgXbP5s9//i9kS9BWmMYfbr6ZK378fRa//BQZR1PdPogKI9x8Np2nYk11aBQd+Fi2y6ITjiNT8FASbr7x97z68musX7mWDx59FFbsIzIeix99nDuvvwmrVCRbKtKojhM1J/BbDQK/iVYxSRQgDXjq8ccYHR4kjgMsz8SwBUKYRNoisCQHHXQQYRQTamjrnML49gHK5TKWZRE2W0jLZGLjFiYGBnHEpLdLotDCoH1qN1ZbAV9mCCLFtsENaLMBIkMsE2IzNZvSaITSKX2gvcTCgw9jv0OOYMXzj7+r6IX3NObhlPJ65jEHE0UJ9SjkumuuZEZnF+edcy4bVo4RxTBj9nTmzuuh2ggY27yVp++/j7A1zh1//Qsf+8iZaBUhMx6RafHZ87+Nsq3/h7u3jrKrvP/9X8/2o+MzGYm7kuBBkuAVKE6BllJaKLS0VJB+S7+FFgqFClBKi7V4geJBgksIBI0Rd5uM2/Gz7XnuH3tmAv3a/bHW796uu9c665yZo2vL5/nIW9BNSUyDIJSU/ABXQi6Xp6wklVVV1KRqOXL+F7n9T7fSnevD7+ygUxX4wk/Ox8j1s+qdDzC68uilkHzok3HzxFIJ7rj/72zr7+Gue+7lgjPPRhoxlJQYYUh/4KPrDsmKaoQsEtN14spidG0Lo5rqKGTaeebhe3hi4SI629uJGSaaYTB1n1m06Q4HH/UlDtt/IlMrRuDacYoZlyPnHE7TqBoaqpIkbZPNG9fguy66JjHjDiUvapSKwBie7gDD05v/sL9NQSxu0TJqBJMnT2HsyHGkEym+ft65pCTkiwExXeIYOr4vUMLClSEDXg7hhSQNE8vQ0WMxQt1h1kGHgaPwNUEsUUnDQYfRMnkiYxsaUFaE+0CPRJs3bdpEZX0du3fswVQ6oe9TzhfZuH0dc6ZO48V7H0blXJyEw5X/fiV3//VOCtvWgRJcf911nHz6WTz22hJ+eu2vuOfOO7jmhmvJSY9ib4qX//4wXzv3THJBP66bZWB3K6amIWIOiYYqvEDi9ecJBwr4rku8MoFyTMbPmcSPLvkpL7z6FsV8mbgmyHd3sOL99yn29ePGbeYsmEd3oZ9D5xzEo7fdie6VKZfcvVMmobAsaxjfY1iCqQcdQN42iMUqMaTDsaccT2/XbqbPmcOKnTsiPo9XIJfLUS6XCTyPVDzB1reXMrBpG7Zj4qOIazplFFIXpMY248ctTvniaTzxt2fJtpYxjTaSlokKfcoiQAQhQips22bCpMkUyy79HT3s+Pijz9Xz+JcOHunqKrX/kUeTdFJMnD6JXEcrTXWNPLNoKa3t27CsJPF0DMN3KbhlamIhJxw0nZYR9WTyLvmcQTGTZduurUyYPpYVu3dTBvKlPr589JEEocILJW8ueZeJcw7H0zSyRZ8RqWou/cbZJE2dc376I3rbunBViaPP/jIfPvsahhdJARaEwi1EMHTbcghkD0G+wENPPM5FV13JlVf8lEJoU5scQamYRwVl4nGTmG1jIIl5JTIde7jl9r+wbfMegrJOPBGjFPqYtkPMiVNMa9x85520traycvcOKhOVVFY1cPrcBZz/zfMo9g9E5tYJm49Wvo3w9WiVkRKb6D4Uaq9QD/918CiLEFNo6EhOOekrXHvVtVQ5Bnfecg3uuKms3bqdebP34dSDDsfSdAQSHYEhYpQDiafnCII4phUglM7ipeu55rY/0Dx7Jsd/7Rvovg9+iZ1ellDYSBVQG7MJB7LsyvWTD4rEtBSEZXShE7qS/kw3hoSaxFj+fOc/uPj7J/PB0jdpX/EhrhujJq7xwgN/ZPGLT7J8w3bO/OXt3Hzz3bg9fYSqiut+/Qv2mzqaMdNHY6VDdq3ZgCYVlh0B4vpLvVimQ6mjD8MN8TSNeCpG0rHp7e0mIaEUuAhNIxQG+dBg2pwDqZ0+Et31ueDcb/L3f9zDuWecy/lnfJ2gWESFhb3BQzOGg0dkKG5y1Bmnkq9OMaZ5NF2bt1JdabDojZf59o9/zLa+Xlyh4WcizdtMJoNhGPR3dbPmuZeoVhoZ5VE9qgW3byDiIrkuJROqR40mUeEwY/ZU5s07lhUre1jyyms4GgxsXhaB/nQdjej8RUjs0GfrJ1v+z9tNCiF+DJwPKGA1cB7QCDwKVAPLgXOUUp4QwgYeAPYDeoGvKqV2/Hef75ddlr/9Fk7MRrNcZh9yJAuffp66ljSbN+ewakxGT5hGpiw447xv4ZSz/OhLx3LEscdw1plf4+rzzqJU9jEsi62tO/lyweWPt91C79oeFi58EU3oOJYFfgx3Tyt146dgW0kSsWr+fO/DvPfuczRMmUFnr0tYlLz9yPPETR1fRmbFtm7i4+KFPiIATTr0DWT46nGnE4+Z3HjJj/jKiScz5qgFZNt209nRxUcff8i7b7+JgQWhhW1pCD2BWw4xYzEKeoxEbRWxhImuWXRt3821P/gxR557Ftu37GHJ6y/z7MMP05cL+GjlFqa0NFBVmybbtRNDWihNIUIfiSQUkYq5QP8MxmTIYMr3fXRjL0zeQaBrGqDxj/se5MoLL2RbX44bnn6bj1/5Ofl8wLb2bl587XXOOOnkqJMPlJWLEgpLOVi6hFAjDANqqjQSToL21g768rsipzQZouk6sZhBhRmntqKSZR0d+ApM4eA/iBXSAAAgAElEQVQkbJQfoyaepFjI0r1rIy88+RSXfv8SXl94A48/+iJdm3pIOWOZf/AovnjYoRxw+DF88etnsWj5Bn7eXENDy2juenQJz734BD/6/reZccAUqmuSfLhkCboEw7IxYw6lXAZHswhzZQwZZUKWblGdTNHX14f0JBkpMQw7yho0jTn7TidVm6CYz+LrcS699tfUV1tU1KdwlUcYBuhErnvAMH9ECAFKYSHpDXPsM34Wtelqendt54Plq0hXNdPW2UXO88i5kiQSx7Joqq2mLdtDQ00FGxWIsoetC6or0rTmBjDcEEMJZMHH7xsgWzb4cPFS3lz0Ct+95Aecc/4XeOPpl/AGAYmEEd7IHGxk64bz+a//z5t5CCGagXeAaUqpkhDiMWAR8CXgKaXUo0KIO4BVSqnbhRDfA2YppS4SQpwJnKyU+up/9x1WKqWmHHccRsKhIpVi/332pZTL8ewTTzDQ2k2qooJJ06bQ6xe5/s+3s2X5+8xrquOW637NA39/nO6OHnTNwzAMenp6cMsBe9q7ufyXV1FWoJseQoZILYksB7z0xmKWbdxK2dex9BiLnrqfI446ilvvvo+O1i2oMIulDyFELVwvIJB7EZTuQDbCbQQhtmkivTJKN1GaQhEdPMdxcEshmtDRzciTVOgGRkU9yZFjaWkcwcr3XsPwS1RW1CA1jVypyIT9Z9PTGfLwfY8QFHPU1layYO5hfPHIufQP9LBs+ft0d3dHgUEGwyeslHuDxxCCdQiEJoQA8Vli1NAEqNEO+GTZSvxEJSt2dTLRsUnqgJB4uhlNKaSKeDJ8lpgH0TQpCDS0VD1/euYpsjUOjQ01GAoc08TWdEzbZlv7HrZ2tpO0bIrFIql4gobKNFW2Q9KyufTCi1GFAmE+xxsvLGLq+PFI22RP224WHD4P3zDptixmzJ/L7mUfMW3kaK6/8XaM+AQWL1zIwwv/igwLbNu0kcBzsQ0Nx45jxxNUVFWTKxTo6erCQGAZBqZtk8vlcF0XRxNUN44gtE0QkYh0aOhU1FQzZr8D+feLr+Dq31zP7q2riCnF1hUbCco+0i/uHcMPkiGH9k3CsfjCxRdR09DChq3b2LJrO9Ir40mPCdPHEejgxFNouk3geXS2d+CkHUq7O9n5zjJioaKkJMmmGvS4Ta6rH73socIQqYGVcHADH13XmTF7FsWST8f6zQgv+EzZGhu029B1nU0r1/1fGdUaQEwIYQBxoB04Enhi8Pn7gZMGH584+DeDzx8l/gcxAd3QyZQyWBYUZInDFhzAC08/TW4AxkyYwrRZMzENcJI2W9Z+wsQxo3n0iSd44JHHcLNd2GaknCWl5OP33ieX6eTo44/igP3m4li1KD+NWzQwjAShmeT11xeTjFm89e5LpGIev7riEja+/CQfPf4X1r+5EIoFpBeNHHUt4hd8WsFLeQEikASKqN+gNMp+QMkNKfmKAIOCG6KEQpoBgQWpumZGzDyAoL6aa+/8Pd+66kryQYgmTAI/0v2orKpj19ptJJ2AD996lpq0RTGfp3PHJrZv30xr2w4sy8KyrE/ZVKrh8mToN376NlS2DGMwBqn4EJ3w/SLJ/FO/zuLF77PPiHrQBQFQHjzoGpEfSygGzar+SeAIQLNcKOzgB18+nMOrqoiHigrbwdINYoaJVyzil11M00T6AWnTxvICerv72LByLT+9+Idkij453eLx518gnXBY37qVvz16D4fMP4qcJ8iVfC785jmsXfwWqhyyc0crF17+HT7a8BJ/WvQAvfksuzZvxFABjmOAoSj7HslEglImi5uJpBx0XcdyHKSUBEFAfX09laOaKAuJ73v4nocKFZR9+ts6ybRv59aHbmfNB28wsGsHA+2dEZM4CD8TOIb26dBIvuB7XHD+hVhGnB+ceyG2mSDbV+SMo0+l2JbFy3kErqSnq4u+rm5SsRhWqOjavA1ZdqPmMgLdC8jmc5hOlDlooYQgRBV9tKJAc0227e6gv28A3y1HineeN2xtOiSi7bru/9drfu/x/bxvVErtAX4P7CIKGhlgGTCglBqy3m4FmgcfNwO7B98bDL6+5p8/VwjxHSHEx0KIj0PPI5FO0t/TR0XM4o+3/J4x40ay/5xJjK6vQaeEsBRaSbBixYcsX72SihEjcbMFVq/ZgNIkAg1N6GSLJeKpKu6/827uuvV3/O3ma2ioqsf36ghL1Zx46mnsM2MCZ599BqnG0ZQ9n3gixtcu+C533/w7Xnv2eYRmoRkOfhDiBRHrVJcKIRWWbuDKyLhHIdF0EekmDD42AE3K6F7TsDQbFerc//CjJGsqqKrQ2NO5jQ/Wf8yUefPxpYYqFNBjFXiaRvOoFlKxOItefJ6NG1bRWJuCoo+wDYJSgVyoCMoB+qD5q2EYGJgY0kTiEoZFdH0vx2YoU1AiCgoBUQYREJH5CoFi27YtfOnY+chCFkODUEkMoeMHKrqFilAK/DAgkBE83VZgqUiXJBeYZFwIymX2aRmB1dcfCfCqkELoEXguOoqYrlOXqMEsCwgCtra189BzS+grJYg1jeQXN/2Rmx56mF22yS33P8TPr/otxXJAUUkCEfLEA/eTViD9kGIQ0tXbzx8e/AtHnnUMbaUCgVkFdjUyVJgCAlXEC4q4gUdghISah2loxOMRqzhdW4dnxPACRSgVYRAQ+hD6UCp6lEseW99dxg/OOYf2PVkMEcPWBbqmPqON8h+yvEFJh3J3DzPGtPDjS39ITbqOA2ftS6FUJltwQdPxQmiorqeiqobQsGgfyJFt7dq7OAQBmUyGREUFMdsmlBJPyciCQ0mSY1oYOWs6FY1NuG4kEm6j4wiDuG5BEODLADfw8PA/bwj4/MFDCFFFlE2MBZqABPDF/+SlQ8vRf5Zl/IeaSSl1l1Jqf6XU/lgGoSWoH9XMnt27advTSbFcJgzKeGYZhInhpajUDU47YC4vv7CIHY5JWfqs27AhIgCFcnhlXL5sBUfMX0DgFmmqr2TRk7ez9I0Heff1u/jF+V8nu30zjlemb+duuvpz9HTsYXJLBfOOO5HnXn6JQ+ZOBxGJ/kgpkSrA0yQuBnaqMbL8Gzx5PsPpgGETaSUEhh3JApimwdQZk7GSdZQ6Mtz8rQt44NILKG5djbR1MpZBzDE47NB5tO7q4uM1ezCqJ/Gz39zDg0+9hl2t8cmHH7G5f4DDDjkIO2GjNEUoNfzQJIynyZsWQWw0emoCJVUfMX0BzRhURfuUROEQ+xdAKA/LCHj/nTewrIhKP5R+61qEtLW0QaLtpxLIrA4FDQJN0BIX5Lt30N3Xhq1L9hkzhqBYohxEniLxZAoZaDRWNmG4PsX+Xj56520GVq3h2st/yE/+7ULOPPogptqKU+fOxe0p8sSjz+EWIwPymNCwlYlfFviBRRiG+K5LrqefQrbIomcfo3ZUBcd/83RGz5mGJ2IEXoqYUUO5EJktiWIaK6xEmmncWCWkW1CawqQP18sjpYcSEs1QlL0Cge+BG1ASNvc+/A9u+sffaVVpevQmSjgE4WflhIeAdNFOlfSXyry9fCWtPf2MGDOJhlSKG6/+OS++9jzxugShEVJVk2LkyJGUXRfLsmhIV2Mh8IIANZjVhH6kq9pXyA8zZOM1lUzebw5zFhyGVldJ7agWSn4Zy4LA0Sgbkpxy8YTECwJc38f3/u+opx8NbFdKdQMIIZ4CDgEqhRDGYHbRArQNvr4VGAm0DpY5FUDff/cFQtOxUlXosTSaFuOYo+fx6nOvkqxI0tkaUtuQxEi6TBo1karqSsZOnU6r79Pul6ioqoyQjUFEzvriF7/IG2+8QV1dHUopqqqq8LI+1ckEyz/8gJIVsHTrRuKTJtNdKNKVcdmZD/nhD79KpZXHqB3Le6s7ENIC5SOVQqpIfToA/vTXuzhp3v7RwR30L/nnUuAzeh5SkOnuJghDNr/5OL42mYFyDcRHUDV2NtXVG9i28i183yfX0cWIESO45tqfsnvbTv79mh/y5hvvQ92hlPq2oHudrF25ikOOPpaPl61C0zQOPvwwxk6ZSM9AL5lSjqRhMnX8BP70y2spFAqga6gwwnp8OhsZuhmWSVZ6tOdyTFcgg5COnm7qmhoxDZ3AdSPGcBhi6nuZw07JxYo5OOk0p37zDGrmzGD0xIk06gm+cvCRvPrRR/Q3VDNl2iw6u7tJqJCRsTivbNvEshUbUX5IdTXc+5frqfKL9HR10lju4xdX/JyX312LZRhgCjzfxjMMAumSjIWRkpevo4USQwmSgSLnlzEsi9fffBa36HPKuefwxCPPUB2XFMoBBjpmUqHrcSqqprPgS9+go7Odjz9YhOu1k0pKmkeOZd3GrQgtxHMz2EaAbcCk0RO47fuXceiJx/KPh+8kDGwuOPkkRCRlPxwwPl3KyRAm7zeHt9dvZPY+B7OttYOmZIzjTjiedHMjTnUlnikpFApsK+0m5jj4ZZe+9ZswEYTsPT620AjyBUQyjiiUI/HlyiQ1jbVk3Typ2gqmTpzG0kVLqDFSmF4eUxl7BbIDBegE/v8dMaBdwMFCiPhg7+IoYB3wJnDa4GvOBRYOPn528G8Gn39D/Q/dWqUEpl3FpZdfTWtrJ+eccy5KwbzDF3D9jZdRX9dIX3+Cd5a/z1cv+R4HH3kUcQxeXfI2o0aNQsBwbVdbW8tBBx2E7/uUy5HxUVZkacu2MueA/dj4wXKeeuQpdGkjyj66FWdAT9Jmp1jpV/NJZ4ZYmMEWwWd+ox6ApUveXPzC8Mo8lOl8+jEwvEIMMWbHTZnCihUr6O5OsM/80/jr4w/x1qs38bsbz2Pl+vepa6qjvzdP4Jaoqk3y8H2P0LpuM9847hiatSyvLXmEY777XVrmLKAvm6dkxjjm5K9y2vnnU7QUW/dsYyDXDSpgz46dPPjXv1Hf0BCNHaUcNrv+580wDIxYmkRdI0+/uhjNriBRkWbpimW8/M7bvPzW6zz+/EJae7sIB6c1uq7jeR4FDV5btZynP3gHs3Y8+807gWefe519m8djaRrTx0+g4Ll0t/ewdtVKFj/3KG7rauZNquGEQ6cwtV7Q7Lk0JGxkOk3LrH147s1Xefyph5gxazxhUMKyTSyzAi02h+aRR6CHtVhhLGoWI9CUopzNERbK+HkfK5BYocsLrzzL4V+eTyhq0Y1xEEyEYCKlUpoHH7+T7oEljK/dRjH7Pmasm56wkykHT2LeyQu48urfo0Q1obAoKZdYVZL2XbvQ8908+ufLqI9lkW4OfXCXfhpXA3u1W7bt3MXp3/w2Mw6Yy2EL5tI8soGasZM5+5wL8AINNJtYrAJ/0GOnpamJ7WvXg1LDaXpkiA7Zvn6sWAyhFCoIyeVy9Pf1oGswbuQoxjQ1M2H8TMxkM3krSdGOI6rrkKn0Z3phn3f73JmHUuoDIcQTROPYAFgB3AW8ADwqhPj14P/+NviWvwEPCiG2EGUcZ/5P3+EYBqNbmqmJmVimzvcvvIhZ40fy6gtP8NE7r9M4dhzf+tYpvPTGc9TFBF5CsrlzI9tbNcZMnMLkZBIZ5pChYtWq1UyfMSNqECmwdZOEniIxCHc47+JL+epFl9KRc7n8l9dhygLaQCtNlZVs37qZ7Tt3oSmFZcSwY7FItlJKpDAJQ8maZStwdAPfiMyEFSA+BaUw0SN2L2ChE0jJ72++iXPOPoPDvnQUJ5w0m5EVEulKund+wqgU6HrIuNGNeIGPqSwybbv56hWX8/5Hy7j17r+jbruD3lIJrbKSS279M6VMD2Prmnny2adJpOJofpn+gSi5K2Z7CLK9lLJlqpJxsvl8RA77VKNTKBX1LSrTHHz8sax55z2uv/oa3lu5nG09vVSOmUbMifPBji107OjlxNMn0NHVya7ebgrKpaWxnnVbtvLhunW8s2Ilp5x4Ivfe9iduu+YaahNJtpaKpGbOovIDj/rmEVQXpxGu3MySN5dTFQ8JQp9aLaRoQo0Tp+SFBCGMmboviz78hAdfeA1TNwm0UVzy81vpaR9g8QcLyZS3YksIVeQnKzEodHdjx2NgBPgIglDD0EPat61nzhH78aMfX0MuH9DZ4/HwQ3ew8KWFvPr8Y8S1EBFCoSNL04g6nrnvUULp8epjjzJx2nTadpeorW3hmK9/g+/cdT+rc0k2vd3JsrfPQSsNECgd2Luay8GG/dCCUdrdysNPPMzW7hKHjRrN28vXkjFdPl6/mAOnjWHl+jUYNSkS2BQMg66drSR9n1BF41UJUd9JQZgrk2606Rca9ZqJL0N0x8JJJojFHXZsWsuUA0dSW3UQOgEd+V4MM86mVRvJtray75TJvPTEk58zAvyLg8TiFRVqwsknc/65X2fxa6+wYvFSxo9oZkRtI2YsThi4BJak01IMlAoUSnna29qYfcjBHDJ5IhdOnkkylsRwYqxYtZaZM6aiG5FXSnV19XAGEkVygVSQrK7lhNO+iptIsGzJ2xh+GSHBE5FQzFD2EEulELpGEIJXKhHXDUquO5wWRpYLwV5rR2Fg6gaWplFQCqHb/OmO+/n+JZdxyrcv4eDD90d5Bf56xx/obt1MWC7ih4J5h8+nt2cAlIZhKeJN9Rz75dO47Za7KeX6Oed751GyArQgoBQUaEzV8OHSD8nmBjClTz7Xj+EGbF69BjwfI9SRAoSuUyyXcV33M6m1ZVnEkwmQLipRxcyDD+O3N17HO2u30aLDvDGj2bRlPbWN9cQcCyuZYNGyT8gjKQU++Z49rF75Ccs/Wk6ispYDZ05jUn0loytTTD/kMDw7jtQTZMseLhphKceG996hddNGViz7GN8vMGv6FITrYWgammkhA4EUFslkDe+uyTF92gK27hogXW2T2q+OhS/fj7t+M2Ypg42LDBWBxaA9OCjNgEGHNKUUXm6AF159j0zRxNAVTy98nKee/DuBWyQm9oo0mZqkZeRE9HgdmZ5eujM9JBqqCEtF3n74btpKgtWbu3lnyVu89tJz9LVuxcAHFaUfmqaBaeyVoJQKGXo88PFHdHSX2Nnpcudf7iFWK0j7GQoDHVTXV3LIUfNR1RWEBY9//O5POP2Rn+xQL83UDZQA4dhUTJ5E7542kkUP1wo58LijGT1xMpVWjCf+/gDzTjgOQ08Q6BY9+V5GNo7GCHTqqqu48/e/J7dnDwMbt/6/hzDVkwl11PcvZkRNkq5dm9mxeiPVTiUNI0YyorYOXUCbLLEl00EhlCghCMvRKMr2Pdi1g++cdCwL5i1g4vgp5PMFQKenp4empib6+/sJw3BwPBdZ1ldVpjn08MMomDY5L8QIFEKPIn4gJaYY7Fs4NolUCt00aGvdg6FpVKWropPT86ILUnwqkJg29TU1lPoGUJbDF08+g789sJDr734Yg16K2TYyXb28/uJLdHXuRquoYOzUWSx/8VkOPWReZF2oLMr6AJdccTmvvL6Uw+bNg1KebDHDgO/TR5FkaDJj/EzuvvNOcPO4boGezevRSi6BAD2IHM/QNEKlyOVyezOPoRGulDiJFCed9z22b9vE5Go44ohj2NPdzoal77Jj3ToyMiCWiLHv7BlUNzWxZuNm9uxopbKygd5ikXwQUHBdUraDraCpup5srpfdO7czctxIzvrmWWzd0sZzTz+PW8ziaybCTpL3oSmtcfjUaWjKQ1lxyq5GmSQXXnw5d937GMpLMWvObN7bvZbZh46jpi7G5rVt/PbX1+BQRLkeuvKImxblYhHLNAiljxACy7IIdYd0dZrf3nArMauWs846FUcrYNoK6anh4BFogrpkjOkzDmSgrNOeHyDUfLzOPcje3dRW2FQna9jVlaGmeSLLVqzAVC4MliyapiEsc3j8q2kauiZ5aPEbVJgV1NXWs3h1D8++/AxHHjCZW2/+DYbmc/gx8+jzPaSnePcfT6OXoyasruuESqErsHUdD0XVtKnsaW8jXfLRdMWMgw5gx/ad5Ha1E6+JMfuoQ0hU1BAzHPLlPMcdcTSj68bxrfO/QzGfJR2PsWnxu//nEab/f28VlY384LKrufJbp5Nv6wULgjBPyVf0F/JUJZLUGwnWdJYxRyTJFfMYElzPo1yWtCdrecStYvHS1az90U+47KeX0+UrqpJ1jM0J5oweQWBqlIOARJCgOi2475E7yeohQSDRlUTpDLu96RrIyEMwotz6Ej1uIoSOHgq6iiVq4mk0EeLqRSyh4XkaTqKWSYfsS2bjJqQI8K2A476ygJHTprBuzVKk18qKd5aClPR3ttInA35x5fU8/dQzOFYswpMoga4HJPQkf/71r7ETFua8AymJgNA0qHBMZF7hm7C1ZyeVNRUYA5J1Wz7BCgUeg6bNlhi0XFAIbS9GBUBoBr4cbITmsqzb2k5POU7HinW8u/JvOLEAwzbRakdi61Hp9fGWXqr3lAkChR2ro6vo4SsNqTTipgNoKNuirZhD6BrJ0WPYlStw258fpK2jE6FZSM3GiMWjoItCiTjKUJRLitqWGs4+5as8+fx7fPPiH9Jc2UjnjlYeevxx0vtO4NAFU5hQGafpgPH0XXoRe4ouMQq0dvWQa+ugddUaiv19GIaNZegIQxBzoOwWyPTsZk9uB2fMP4HH3lyEoIcAA1PpmAo0vUzRMygVyyRjaRbsN5fqiWO44arfMqJyLEVZpFTMkapJcvJJX2b7lu0UsgMEeoSdUJqIOEGAbhhYUpFxQ3a29lDvlCGQfPWQsWz6sILf/PYmUqaJQPHma28zakwLe7ZsRw8/tQBJGfXxlMIdFL3Od3USa6wl29pOMoCUlaJ/TzeaJXGzBba+9wl1DQ3s3NVJY2M996xcz8pVq0nXNmDaOnmv9Lmvz3/pzCPdOEbNv+jH5Ns2U9ixDVkssrO7lwP2nUsyZdBQVU2A4pX3VqCNSuNqZYKCi5CQTqS49ne/xXWL/PRX13HcaWdRVZVAD1xaQsVp+x1IT2cPKd3BlBZmlc99993HTbfeRk9vfrixCSC0vUAqJfe6tGmaRnVDLb29/WhKUJ2Kk8HCk4K451HUFLVTxnHiN86kv6udhX+6gyp0isD4KRM56ZzzeG/tTtZ+tAWZ6aCY340rwQ1cHv/7g5x68gkc/5VT6e7K4WsWKtQo5XvYtnMDrgz43R9vQTMNioFPpOss6ejcieOHmJ7Gfbfcjja46g395qEVcMizww/ksOo5QkczIoBaxjC5/+/P4+c1fnPDrzGtHFLmsHWdhGUPN4SDIEAbnC54nkc4KDajmQZiEDA15Axn2QbFchk/DBFI/EDiehJ90K4BokZjpWUwf85MpC/Z1FZk3LhJdHb0UCp4dHV30FvKkx43hgVHHsk+M8fRVBNHUzqameD2ZxfS6ebxc3sQgSAuHLp37sbQBfnsAF6xQKgp4ulKWqobeP+5x+jfluGAE06lu207hiyhBoNqJDupsB2LmbPncNGlP6JoW3T1ZFm3uoN7b7uZlBYJZMfsNLmOPdhemc5s//D5oQ/KSCopEVJxzW23Ea+uos6MY/gBOTweX7KCkTP24c6brqcppfDKGXRh4mZLyIECofSH9+OnG7GGYRCaBrX770NnXy8WipaKBtrWbCRJJD/hEx1nM1mBpguKxajXZYrIvS8MQ3pXrf9/L/PwSxk2L32Zge5d1DY3IQcUE084hc49ncTCkIGBARIVaX548Xe47v7b8AwTfI1UVTUtEyZQzJU592tfo3lEFS/e+GMyHf3EMKgIA/6mFJMmjue6a36FPXIEP7/833l84euUlfOZiYimacPBAyKToyEhH9M0Kefz2IaJYTvkrASTp87iR7/4Ob+5+QYaRjVgVMZp7dhJrWlgGuBLOPaLX+HNN17hqp9czAOPPcPmSdN47oVnWLGth6oxIznny8fzlbNOI12ZpDvTg6bFiNU2cMjcQ/ndr35EyS/xyFPPUMxmAAjCEF16LHnxVZa89ioJpaMJhSUkYcCw2dSQP8ynbSkNw8A0zah8QyKEjqYc2FmFtUsxsVljy3OP0rj/ftgj05SHvHl9fzgo1NXUYNh2VId7fuTTAmiGDkGkHSuVolD0ELqJ1DQMEZB04lh+hPgEhkWDNMNhy652xo2fyL2P3E6h6PKzf7ucpqYqYk0WbtcA+87dlxnjWnAch9a+AeK6hkGWbx//Bf76/CvsKedAkzjpFE4pSylfgISD7kAymabkBXSXi6QaJ7DguGNpGTcbt5TAK+UpFdvQySHQUUISBpLVq5ez5M23WPTmEqZNn8yy1Z8w57CppK0EKEF9TQtP3vMARTf8zHRNiEi4R9oWoaajNIM//PEWYpbJlMlTmX/cFzj5jK+wsbUH27bx3SJII5qGmTbJaodipnd4ARgqLYfLbd8n095BrLYKVw8YO2c62zdsRi8rpNLRTCMSPfYClCaQvkQQEkr3Mypvn2f7l1YSCyQUZC1GYgyhZVFSiqCmlqwm6Ovro1hyEeh88O5bNNU1Yptx/v2q65kwfiZrP9lMPl/kvG+fS2lXN3aXQTU1JPVqAruB3ngjq3d1c86Z3+Sa877Lay++hWPHI5k4fW/gGBIhNoxBYJeuY5smzhAsWCo008C2HSorBKfNn0WD3kPdGIusUUIzQS97ZNu6cEwbO5VkV1sr7T3dVKaSfPu0UxjdrJPVi7QcMIcbfnMNCRFSbSWodCpZs2YNbuAzY99ZTJw1CWHD2HGjyOYyWIZBKANMQyfMZVnx9rtUShsjsNGVjh13CAZHy0MnypAyOzBsL/lpfIdAI/AVI/YZScORE/BGjeDjte3MmnnQoNygwA0DpBbdm7bFQF8f3Z2ddHd305fLRv6u8TiO4+DLECkY7rMEMmLimkTlk0CioYCo1yDDKNjlCyWO/cIX+LeLzuOaS77NqLTNzg1r2dLVTU3TSNJ2mtEt4+jtz9Pa18uAV6JEQL6ri1OPOpr62jFoRox4MoXrhVgxB6krvDCiLDQ0RU33Xi9Gon4UQaAzfdrhTJtzPEW/mjDUkdavcbkAACAASURBVPgoKQhdg9A3eebplxlVP4Z1y9ZSHejEpUlPez+57ACfrFvFPnPnImMpYC803VRgKCi4BV5c8ibvvPcRVkUl7eUCWnMjIp1E4lMY6CB0y6B0pDRQCEJNp6gJSqFCN2wMTccYnN6EfmRergtBuacPM5CYpkk2n0ezY7hSDfZaIiSwIRXCD9F8Cb4aDj5K+/yj2n/p4GEZBpf/+Hvk+7vp2tjKQHcXFV6GoHMXbX3tZP0suVwPMaExMlXBcUccTlll+PiNV9DzJfbs2MRrj/2DmPTwlYvSFVKToEk0QspmnP7KESzNQlZPUpJi2NDHMDV0Q2BaOpZuYBsmyVicVCI5vEKiaehOglFjxuPmy5hFxQjbYf7UWVT0+1RJG8fTSaca2LY7j1M3ltoRo1mx5F3iQqdQDHBiCX72kyuYc8B+3HDlFdx17c+5/9bfokuP/p5eVDmAmMn0/Sbw7ubluE6ar3/9O1RakeRfTXUav7+Du/54MzqSUPORWpFQ+vhll2TCgXBIqHgvWG1oE4PTIIka7n/omsHsibMYZdtUGUky8TQHnH0ZdvNsvLKDHij0UGIIhe+VcUNJrlQmkApPhvT299O+Zw+dbe3kBjJIP2BkUzOxWAyDQfg6Bn6o8MMQNA0hQfoBtqVRli5lEfLnP91EvCJNXeMo1u3oYHsgSNaO4sSvHM/pJx1HTXWKW/7yO9BCSkWPQrZAwXPJ9e3hmGmT+dL8+VTE0tQ3NFHwAkqBR019IxX1degxjRnTJ3HmQRNorKll9pR9+PIxszn3lNncfNMjSPllugYm0kE1M884kXOuuormWTP4ZMMaLN0m0TCCnp4e7LhDPghRKYdZB++HMAxM3UYTUVAONYVuwtX/dgVW4DFhwkRqapu5/oabsMwUjmGw6K23mD17H2xToJuKUAQoDDRHcMZ3zuaS2/6I1zIer24CebsOgY5taKgQpCexXJ8wk0FTgnXrNlFTXU1K0xBIkB4qcAmkjxIyImN+CtuRiic+9/X5L122uMUSf7jsO8RVgnTDFAaC9Xz4wN8YO2oMrX06lUmDtKFTDPqRIuT9F19i/ZaN3HP/7Xzv6+dh5Yponb2ErovSdbRBl/Nhclg8SdEyGD99OnvadkXaooNAL2OwNNF1PTIv0jQ8z8ML/GGoue3YFENJ+549SCkZ6O3n0p9cxoNP/AN90gQaqhso5YtMaG5GHaBR2m8OHy5+BxFPI8olDE3DJ8QvFHn4uuvYvXwVG1ZtIIZC+hJNSKSuyHglPt6xmREjm7n6dzdy+OQp9O3cjRe6PHD3A6z58EM0Iv6MkCoCgQ2uLGEYEovFcF33M/4xw9yWId7FYDyRIfhegYP2m4wjFKFuYCd8HEdjzpHHw6yZPP/oX0gQYFoKqQHBXutMGUqC0I+AS4OrXzabZe3atSgFhtCwLYu6+noy+RySSAvFDUqghyjpEbXwbPDLjCj69PcNsHrjdg49/gjOOPM7JNMO2a4u/vLUItKJFKFbQiRtCiUPrbKCsOySyWdoyw6QHGRUO/E4ISniySS+BJ0Qt7udJ+54iH/7/X2kR82kc8DFFDXUVbXxh5tP5ZV1I6lodOjODLBm/UYS6TROOkWytoai71FRW0dffw6nuoqadBXj6hqotCxyg/tzKBgHKqTkufzj0b+z/2FfwE3GqKmtZ985syj7ig0rV3LApMnENI3QD9B0G6XH8Mp9PP3oQsJcO+PHzmDf6fty8Ow5XHbR95EqRDOMCDwWhOTbOognbfaZcQAv3/0QzZaFcozItVDjMz7EQ0zfhOOQ6ev/3Nfnv3TmYSRTDBRtpBHnlzf+Dt80SQqD3d05rr/pD5x42skRwck3SVqV1FXUk0hUoIVw6rHzaCIisAVa5Flh2zaaYUT8EsvCqE9h1Kfozvdi2jZ2LBal2/E45qAF41B5MlRz6qYZpeWJOJ7vE5TLOIbJSV87i0xoIpO17M6VqRk9ARWWSNoar7/wDO+/v5jasSM48munYLS04NmxqANvaOihoKG6kp9d8TMCYeCjE6AoE6LrGnrCpi0/wMBAJ6+8/jy5/g7ihsI2DdZ+sgpTyQjgFUq0/wIxOPT7/3kb7uIPNQiFTixh0dnTitQVoSbQEwZjxzZglzIE6ZD9v3I6GV9HSYsw2Ium9DwvMhIf3P4ZZakjKBYKZAcG2LJpK37JJ3ADCrkMSnoQKqSrYYUK13XJSvDTKd7+ZDUVI5rIZ/toSOh07txOX6bIzrZ2PDegt7MLJSS+obGjp4syim6vSJ9fJh96xJMJQqJMMZPLke/vJZcpMb5xCm99vJF/+9G5XHDqPoRyAF9vZyBfYsnOdXSUdrG9dS26VyJtmRTzeeqam8gJhW47pKpqWHDUMRy5//6ccsgh3PSLn5Hr2v2ZwK0rhRWPszPTj5t0eH/lhyw49DCCYonqmkrWr9/E/EMP5YF77kLIANCYe/DhBMohnWjGKjfQtXMGa9dWsWjRDv5861PIUESm4H5EahvZ3MzI2noS3QNc8OWT0IXGgO9ip+MQMwmtz/r/GIPi36amY/4XKOP/ne1fOnjU1FVTTsXBhF2b3yelhYQCUok4Dz34AOMmjMcXEsvRyRcgadYybexYNOmTjqfZsGkbWSlJVMSxHJsg0CkZKRrG7kd636PoxUbXTLLtu7FjBrpjYjsWCd0gmUpgmDqe72JqAs2wMJwqlF2Dr6foHshAUCaRSOBKj4dfeYojzz+VSUfMpbeti8evv5H7rv41c2fuw+hJE0nbJh3rVhHu2sjJx83HTGhYjkOFXYFhCQJd42sXnc2Jp58U1f26wNYF5bxLqi6FMELQdN5/6TksTScbhDz4179hYyNE7DP7TUmBCnWEMhHKJJQ+mg6KkDCQ+F6AkhCEKhLEVQqkAikIQx8IeeDRv2DpVuRZ62tMsBT3fuN4Gtu20ZhQ/PxXV3Hu96/A8xJ4RYHwkxiawNSAwEMPNTQlkCpAKIVXKuEV8hgo9MHmbaJ5FAedcBrdJZ1SOaBQdCmWyyQqa2iYdSCJ5gm889Y77LfvNBJJjZdfepvKyko+fH8Z/Zluuju3kzBsunvy9OZLjKhvYqAvz85sN0nhU19TgVsuM27smIiMaMVoaWlAlSV+X47j5x3Nll3rWfreEn59w3Vkyu10ZwZYvGEJG/vWQyjRZZqBgRJhoEjXVlLd0kB9/ShiRg0fvPYSJxx+IAc2N/CN+YdSo0wUBqaI+hyGjFb5hGHSu3Ubm1esIghdKlIaibiGVsxy2803sKujl4G8xAsVzc01HH/CAubOaKLc1sO9N9/N4lfv4dUHb+GOO/7EgF2JH6vC0i20EIJSmS1rN9K2aQdt63dy+hFHorsFqkbU4eqCUBNIAR4BrvJxlU9ICJZGxivjef/5ovK/s/1Lly2WJrjr3r9y7dVXc/9DDw2XEfF4nNkzJuCWspH6djJifUrDpJoKTM3hjWWrOPSwufhuHdlSNdmSxzcv/AbHLJjL7JYq3unfxrL163nx0cfxcmXcAnhC4mqSmACtHAyneKVQozKR4JxzzmHaoQfz8PPP8NbrbyByOUq5PF4AB8w/ga5intWrPyFWLOEEGo6R4qof/ATNCJm+/xyaUw20lzV6ZcCR519Gb+sOVrz9FqnQwpQBpjCZOX06z/I4JtHEIp5K0r59B3ZzHSNHTSboyrJ21QrqR7bw0cpl1CSShISESqFUZOSNkpHIz6fGn9XV1fT29jJImRjsc4BXLv+H/a6UIm6bXPCtc/njn++mEEoyxU4GshUsevBx5OixvND7GGPGjmba9CmMGXUgzfWj+f1tN1FnZ0AUCY0QX0kIARVGyFYpQAjyQNZ3eeLm61m7YQ1LXgnx+iJ0bjwep72nlcu+dxHPPvUknYUco+oaePGFRfzmj3/mlXc/YGv/AG8/8jjxeJzud5aw8IZf8tCyD9i0bhUjW5r4eO06ggqNWtMkxGPsuEmsXLMaRzdp3baLklfGweGKq67l3ONPZG33Ntbv2IHVkGdTJ+wKczRUxEiaKYKix6bV69mWSBMoRW3a4aZf/YrVH6zm1Xv/SLWjUzVuJEUUdjxGuuhQ8sNhVrVrpyi4ipWvfUAoPYr5PDtat7NzTzvpeAVTp0zihKOO4q1nnqbOMti45AN+tvRD0DTicZPLf3ocoTJo293BgfsdwLxRdWhj5/HcwifwAoEWlvf2qgYnMXY8hrItDD0CLGqaxtDA0LIsSqVSZEbm+YPKcZ9v+5fGeYwY2ay+dMml5LyQDe8uJdu6HSV9akZOIF3lYBs240aPYaC9C9vQEY5B50AvdY21TJw5BRn4WFqJMeNmsnXdVqqFQVt+gLkzpnHZz65AG9NIhVPBlg/WINAIpc8dN9/IDy74NqGTxHEcbNuO4OilIkvffZ2zr7iM5a17iMer6Pp4PflciZih2NS+ixPPPJONHy3Dy+QoqhAnFsNwYuhS4QUlHMvmyVdfZXehn7Z8kZIUtKRqufLyn+H3tJNKCKqam9mwai2xyKaIKTP3Y+uurex/+gnMnD6b337zu0ycPJKfX3MlN954C5RdcCOjaK/sYmmRIM2nNyX34hYKRW/viG4QZVosFgdLDH24zLAsA8uMkSl4PPPKYopWghWffERfvkyhlGX5ilXU1TVCKPjDTy5H83xW7djGjrbtPPfwX3F7evjS4cfwzCuv0K8U/UpiuRn8gSzfvvh77Mi0su7dpVQmYhRKJYSuD+9vI16FaSbYsWk92XKBb1/4HX7/uz+weeM2/nDPgxQNhyUvPkeVDf7WT3jrqSdZ0Z3jw54ukmkHU4/x1sqV/C/u3jvKsqrM//7svU+6qW7l1F3VOSegaULTNEkEERRQMaEiow6OCIroYELEiIhgYEYYFRXJQZCMkmlS092EpnOqXNUVb74n7vePU13NuOZ91+/nrHctlrtW/XVvraq6Z5/nPPv5ptFynkwmSXu6jocff4xp09rp27WLVE0tF597CSnfYunCeTz0tye5/IeXcdwZx1DQLo21TQyNjTI6sJ/Qj0jbCayEjWEmcFBklebIQ5fyw29+m/PO/yCLjjqGulQ9l13wFcqjE2gRiy8dx+Gjn/40//X732HpAFMpph9xCPkIHCGphFU+/IGP8Od7HsBwK3S/tZWkVIRBfLyoegGZhiSWKTDTKaq5PNLzkYaFkAaFQoHIj6aOh26lgmEYNHZ24KUcwtCborRrz8e2barVKtlslsLwCFYgcP2A0X3d/3w8j6GRYb7y2Qv57YMPs/5vT+FHCkfZuMUyfRPDtLQ2sXDhPJ7u2sHgSI7B0WHKgU95s4f/+CPYtontSkoyyc+//0NOPfJQNmzdzIL5M1ja2co2H1y/iERjpDU/u+w7XHv55UhkrCURmtpsinQqw+aNXbTPW4bIppi9YCH1qTQ9fglCn4oy+MyFn2fXxo3gB1QiC7OmBitl0jR7Jr2bXsNQBqaMcMIyF5/9Ia78j+vxkymGRob45X9ez3kf+ARRJU9pYCAePOoIKQXZZApRjqgOjbC/ZQBaOxndX+HKi75BjhAzEqQtOx4ERwKtBQEChEYJgdQQaI0hBAIwVUwUC4g3nR9Ebysm0VQQcjmMMKVFc00jW97aiWxyWH34EmrTDXzs0vP53Ocu5I7f3crlF38V0/TZ8uYGNj31AHPnzkXs3sBrr25AB5J/u+xC7n1lE1GmiWt+/HXuu/wy7r73YdL7i6xdspid3XtxLQcZaCLfACtD1WvGLUOqppOa7Dh33XUfMt1ANQxob5/JoFtGRGWOWrka65ijuOaR5zj9ve9nz4vPM3PhLFIoDp+3iC1de9mwcztRfYmjV67kuRfWIZVJomJw4sL53Pbnu2jUvbQaw8xuqaG2Jkuup4vtPZspRhHNTgOVhMCUgnxPF1ZtHaKxgxc37+Khp9aRqZ/P3XfezzePPZq/rHuWINJo00D7fswVIuJPv7sBk9jMJkDjWGkqvk+pWMQPPN7YsQNdLZHr6UP5PpGK8IOQStklXVNDUK4QKUHghQRBgCEVUagJA49E0mFiOD/F25FSgm2ArfAjn4Rh4rouphB4pqJUcXGUSTlfwQgVRAGB8Y9L8t/RnYeTTOuzH32R8bLPK9/+IrX4NDc00jM4gG3bNDU3kEwm6O/ZS75URE+iKQBS2UShJp+soWPZCqpuGW/3FvY+8wJW1efCCz6G0d7Grffdj6lttIjQpQpusUSFCEsqUuk4oyVXLBIEERITYcSV3LbtmGFZDVGWiRcEWJOD2dFKlR/86np++NOrWbx8Edv++iQCiWlE1DY1E5gJHMtkxuJOjj/nfTRn26Bs8+WLvkQqq7B8n/zwIELBovnLGRjPkTxkBivWrKYm2camp57m5Qf/QkMYP82iKCKdTscRm2EIhkZysHhE0kB7PmgNWlIslQjRCKXw/HhTRlFEOCn801qjDIktHHyZ4g8PPc73f/ZjLr7oPC664AI6F6wgYzu0pGu4+NP/QugFvPjk43zj4s9SLRb5zU9/xKpjj6Zl4XLe6h9i30QOT0iymSTOcDcfPeYYtvXk+MgnP0FNWwdjgc0Z53yMnr17OP644zjx6OX86ZZ7uOnOm4kS0Dda5LJvXM67jl7FC+tf47n1r7B13aMUXJOLvnwxH//Q2bzy+hts2D3Ia88+wwWfPgE3TDA+kcd3bKxMlqeffJLNGzfx8XM+TLbsceSiZXQXCnznh9/CVIpDDj+ch595CiOZIJmtB8PEV5IGLyIYHaO/kOOqX1yHUoKUaeEFEf645kffvJj3n/chUvXTuPGSb+KX83ihhzIEYeQTvn2AbShmrT4cL5KEVY9KpUJDawv7t+ygMjAIUTSli1K2gzIkQmikmgypPuBOJuKjexRFjI9MEIYxMc20JFgmTTM7KbjV2BzJ87CUgedW8CsBKScJEahQErhVAqkZ2/WPCePe0QNTbWgumtvKedPSpI0ISURubAShQ2pqasjlcmitmah4hFoReBrtR4hIURUmumE6Z5z2ATJRQM/OrXgzOng5P8FwcYzvXv0D5P4+0soGoJwrUah6lKTER+L6mvF8gbFcAS8MpoRxYSSJtKLihlTdmIZtCElSGdiJJJg2P//Trby5fz9rzjiT0ZxLYCao+uD7ArBIONMpjqd59akhfnjJHxnPQ2dHE2e9/2ykBxPDIzErVGtyExOYCYdjTzoR09Mov8S7Tj0pfpRZKaJQU9UB+XIZYRq8/TnydvLXAVbsAYbi27Ny325SdGCJSUs7sz5Jz+BeptXX8OpLz7Fkegv3XvUj3rdoCXOSNQz19PPqur9y2cXnU8mPoGTAhVdeyTOPP05r2uG9hyzjC2uO5pDA5fpvf5dLvvYDViw/kuu+9SWuv+ondG3bQTjeywO/v5pi16vc8vPLOeeMk3j6b3fRVO8gCLn2x9+lPZuiVMqxb88ennroYWwNt9x8Mx9+/5m8sn4DUVThhEUtXHzhJXzhB3/klZdeZnZrG4tap5Hr7qfJSnDozA62P/ckv/3Pq7n+N9fy9W9eRD4oke5oondiP8ccs4o1a45gVnszaaWZ4ZXJ9+5lxfFH871rf0IpP47plamURwjDEo3tGXZ17WNRxyyOOmwloR/D+MoQaEKkOuh1YhgGpmVg2zZamQQqZjLLQhlvdBz1d9aFpmlOHTX/3ofWNM0pT1LDVlgJEythgmVipSY1QpOU+BrDotA/CJ6PLSRR1QU/YN6iRUS29b/y83hHFw8RRVz2y6t5fNMLRH6I70VEvsZSNqVSCaUUhUKBjtmzYvh1kgUaGQaitp5zLv0K3YUxIitg9rwOjl6ximK1wh0P3MaffnI5r7z6AmEURzyE2iMUAebkwBSpiLQk0mKK16EsE2Fb2NkazHQKO1sTc0Bsi9A0wDJpmD6DW+9/jIeefIX3ve8cPvTBjzNz6eHUN7RgWjZeEBH6E4gGixseeIwPnPlv3PTHv0Eg+OrFF+CXi5NJ9Ac3XeT5WKFmy/AQrqmZ8Ku8+7zzyWmBNuIhcojG9X2E+p8v6dupyOl0eoriPGWR93crkAaBqWjraOf0E49j3aP38dIjj3D6EWuZ05yk5/VXcNC88Mp6snVpxscHJtXHEaVcnrM+eg5ONkWpWuLF9S9QO62O8ZEJbBoY9tNkrZA1J63m19d8h1OPXsi8WR3sHx6nf6TAeD4kCGBieAx/ZJAVnW088/C9+EGBU047E6ENtDaZ05Img8eKJYvwRBLPbKCuMeSnV/47x7/nDLSZ5NprfsXm556nJvR5/pG/8PLzf6UQlXh+0zpSGZsULv1d2+kf3M34aB+DfbtRusSs9jrC+gStq5byuY99DKtcodZ2wIdQ25T9iP3jg+DmuOum68lP9GOnHALLigeUSsQxLZMFWQiBKQ2UJzj33M9SFQkMpdi3dRvW5Hssy5qa+/xP1+5AgT8gJ9BaI02JYRsII94LTjqF53n4vo/0A3p37SYqlJCTTFcRRhgCxvLDVKUXo3j/6P35jj62pFP6nN89zI6uffTd/Rts4s2eSCRQpiJyLApulXM+/Vlu/Mn3cLTGCyWrjjoOozbNpuGdCD+iubmF/i2bsAsF2urqKewfIaxUyXkRlapGuy6VwCeSglPOeC+Dg4PsePN1vKqL0JpQgKkMWmbNoGXubKpuhdlL57NndJiN9z1BQ6SpVMtI6ZBI2zgd7fzh0cf5yiVf47TjTub1l58l7diMjY5TqZZpnz6b0tAQm15ah8zUceXVv6e3azdXXf4l6jIW5WoFIkUilaapsQVJwLgRsezEY5i1cBG2mYg9RvyIB26/i6jiMbhnC45XJpM0IfLiyXt0wOTnbc7mQiCExPcCyqUqoZCxL6yOQIRIaaAmv9qWH8L02fPw+vvYtm8vmdoM9RmDZQuWUm/XYScS9Of7WXj4cu764y185qwP8tGTjyFdXwsy4PW/PsOKU89g4fLDmHH4USyfsYBbbr6P8dwwZ7z/RK64+BK++pVLiDIW3mTxa5vewUsvrsc0bFzXJVISRcDASIF7X3iNfd17+O0ffkt313a+ceGFfOD0DxFqxfbeXRjJFA+/8BQ12TQNmRqkF1F2Q6797rdwvCpWEBJEEZGhMCwLYZlgKzKZNBOVHLV1dQhDkk2lqZRKmEqQSSap5As4jkMmneW41WuYPWMuj/3tEV5/+TV2bt7DyHg///WH33PJF7+Kdn1CDsKfBqCFAEMxY+5sgoTNzXc+ygWX/oCdrz6BOd5DFFTxvIPRFQc6jgPXTJt6skM2iQyFVOAGfkz6UjFjVCkFhoWWAkNIyuUy5f4R8Fy0hERDAyYCEUWERES2muL4jG/b9883MA21YtxMs/qkd3P3n3+P7dgkk8m4QpsOkZLsGhomm61hJD9BbSLLkUsPYXZdI4Fhsm3cpWPxbAZ37cDK5VAVl5FiH0E8OeTjX74MT5sYGvZ1bWPHts3s6tvOUNc+DKnoWLqYwFB0trTy1oaNTOwfxk5ZFL0yeUrUzpnB8eecxvO33E0CidQRUcll/549PHDHTfz8e//OySuOod42qaiDcQhvRM+RdCxC18PNV8lve5ptb+5g+vTpGLbCKJWpSSZIJ5KUi1USSRsI2Pvyy3Q0N+C0NCCkIl2b5DNfPJ9MpoY9gwNc/eWvoEdKNDRnCUIfpSQ6DOM5zQGSG/ETLpVMY6gyxaqLrkzKsrVCYuJKSdOhhzLoCX73k+tYs3IFM7IZLFdSiCQbXx9g0VwHT+fZ1d3FYy+8zOqTjifX1MwvnnuNh397FTXJLAPrX+dDn3+Lm++4l7G9Qxx34lo+/ZFz+dSXvsAZ/3Ye3ZUxbv/Lgxx73HuYe9gC3tj2JjuefRqhFJWSS2N9KyP7bUpCcOwp81kxK8sF//I17GwjS5YdxZ7tu0i9P8T3XBrrM1x3xy1UHZuECIiEZH5rO+vuvBMVeERBQBDFpDchQoSKMC1JEEa4lQopyyaouhjKouIVIdIopSkFJZyaLL4b4YUGN99xP5V8kcF9+7CEgiCgQSa4/OKvEfoVLEMSBgc7DjmpXm5ubSX0fU498zSGBnbx5fPP5rOP3graQ2mJZan/FpehtZ7qDCMRoEwTPxS0dnawb7CXSEx22YLYkFvE6YANiQx9u/bQlK1F2zZe4KNMhQxCMAxCQBgGURT+f3ae/yfrHV08nPpGjl61kq43Xsa0DAzLREzma6AVplTMWbCQ+oZaME0WLF+BY6RxTBNlp2hNNZCoBIzv2Ynhe0TCOBBMDlHEcauWUDaSXPtf17N/y04q+Ry6VES4MfNyeGgIbRoMdXWTVLGepa93kEwmDQUPkXNJZBXmpIrUCz3MwEAbGiFdPv2Z87Ea6hgeGZvqmqIgwDYV5UIZlIVpZPj2t68h3TID6TgoHZBMpLFtA9ctE2hBIAWWlhjVkDefeYmFKxbTOWMamZQNuHilEUZKI5C10OM5hsZGaW1uhiDEUAaeX8W0bcIwxJKTTtuJFKlkBm9gMI4D8NwY0kWy8pg1vJUb4bE/P0qtLVi66jCuveA8kgH8/r5HEI2zmBjYzYlHH0lyvcXLb/rUpxt47dVXWLXmOPI1M6noKh+/8CI+ec6HKeRyrDpxJb4osXhBC7Pba7ErOURYJJOq8vzjf2b1u08lMCRCp4h0QKgjRiZGuOGmP+M5NTzyysP829e/gmlJErbFN77yTb58wUdZvmguTmMNtz6/juz0VgSSjOkws7mNBttm88svYmkNetL93TQwjAg/DAjdCraViAfJUewRqgSkEgm8ahVfh0SuD6UKSMnQ8ADlaolsfQ3lyjRGhwYxLEE1H2F5PoIQqSOkNP5bHo6cZHeGYcie3TsZ3d/NJz70KZrtFP6B9yOm8mwPqKCnCtBkR6KSCQ5bfRT77r4zHoYLgSEESsfv8YtlCsUKNakUkYCWGZ1079xBVYc0KiOO1RAQRSFa6inW6T+61BVXXPG/uL3//12/Sr35EgAAIABJREFUvOmmK8rvOYfxLdsY3/kmtmVhomiuqUMIm8A2aJ/WxszZM3nujS2ccPKpDPYM4JGliuD8z3yMq676LrVWMhZexfIvwgjCSPLw7XcQ5vo56pDlbN6xm8JIHlEOIYCq0gRhCJHGDAVRGG9AFYXITJLAUlR6B+jbtBO3HLtHoSJMGVFWgvmrjuLJJ57gUxd+EdXcyN5de6n1oSxiWTShxlIOyq6lad5KDn33iWTqZ7Bv3zCmgLShMaTAMBRREGAaFr4WeMUq/bt72bz+TXr7RpnVPJNHX9pEJSqwYv4idr70KkILiDR2TRKdkCStBFoIUpaDJ8EwDVIZG2UKrESaSEvyhQqGVDit00g21jKtvpE5jS0Y1ZDnn1rHrlef4uz3voe9Xb0kLcEhnQ185iPv46xTjmdpZydrDzuGh+9/ltefeY7+kRGSokLQv51yUKC+Yzrt7R0w0sWn3n82uUSS+x59jCfvfoxHb/4DRy2dwbd/9CNu+MXPyRMS6RArAs80GPBLNC5sw2mr594/38/M5pksmDuDlhrB3pFedgwPsK5rF3ZjLZaTIiVNVnXOJqMMPvEvF1DjR3iBTyQERsKMyXM6wknEn0mkQCqJY8dHQRNBdbIT8z0XQykiPyAo+lQnykQVj/J4nnRNmkquAFrihUHc2SkRd7VCImRMiNMyosZJYltJZCLJQKnK8088DxNFED4JFJFSBELjJOy4GAjwZIhSAohwRAJpOVx46SXceMONmKZx0E/FlBihQZDzcfMV5ORA1Uk47Nu7m0gLprXPwAtd/MBHKoUyDaR50JqhOjIxcMUVV9z4f3t/vqM7j8h1KbhjmJU8CakIEZBOU0k4pCwTW2uy2Sx33XITi2bP4Ng1x1EcmODfP/8F/FKevfu20GonicoVhNREIgIEOjbSQpgOPSMu5b4yzfOWo1MtTAyOMt7dTZ0RxPtMA9KNOwsRkVIWlbEc6UgTVEqUy29zYgqJtSAh5Lv6mdfSTt++3STSFjKTJPSLKM/HCCM0AbmJEk3pBryJPXz8tC8yMDDKR993LDf84qfooECIwnUr1NTUEAQxLHtgGGZKxY5Nb/Czb/6Ym+56hKhGQmF8sqsSlCsuQf8YSmvG8CGMCKUgxEH7HpYOsEyT6Z2zaaytw61WqQQhrdOn8clPfYqdW7fx1LNP8MgjD9La3oLb0M71dz6Imcww8NZGLv/V1eBV8Pwix61ciFCCO3/+FZTZzAXfvJyHnnqK9Iw6ptfNItrVy3svvJj6GZ0UZ3VSzFWRrkm+uZ1eAp5Y9ypnfe5iIrsWQgNEFS0D7KTPuee/l1ylTM/eAdK+wfFr1/LbP/2W3cM9aEMgfRdtJxGGwko4dGabaExnMKw0J5xwClufehzF5AzBD+KYGhkjGpEfYEkLt1IlYcdpcdWgiOM4eEEZJS3CMD4+eGUPImIkIwjRhSLCtqDskkmlKJfL8Qb4uyW0xkg4lISmobGJoBrQt+t1MtIF7aCVwrQtbDM2UwqI6fyJSRMfnxChFEIp7r//fqyEgxAHM4ctItxKGSk0ygA/8HALFYqlHLZlIKWBICJpGZTLRRxTkk6lcXX0/6p3+j9d7+iB6bQFC/SKX19Pz5NP0xa4LFgwl53btlObqaUulWa0dwDfcnhr+5ucetpprFhxCL+54UZWzZ3NuR/+EDf9+V7+cvMfMMMQHU1y+olbcx0JIjQFv8xN9z/I9v37qboeTiLD7r172bhxE0opRkdH8Xv6KY6NY3kuBCFhFCAIMASUqpNdRxDGmhKtUbaFUIq5yxcyXMlx5sfOYdPLb/DWg49R0RF2FLelnjKZf8ga+rr2M2dGMxPFEpd+/RJuuvGXCKHwQ4Uj47OpaZoopSiVSvGUHagEIddecw0vdO/hd/fdw5y2Zl6+7U4UkGhqYniigBNq3DDCUQZtC+cRBj7jfb1E+RwKQAswJJm6DC3TZjA8nKOlNkPL9DZ2D/aTKxcxEZy85mSaahooF8ZZvWAG05vrJv1EDBK2oupWKLtlMgmHuvoaHnzhRa67+y8k0WQF+CKk4gVMeB7SjzAwEXX19O3ZScarkm1poVD1CfyIMPIBjZM0MdImyw47gje3dWHZNWQzGQpeAaPGxo18ahsb0I5FXVMTS+YtxsZgXmMrzTU1XHX1dYy88TqhCAjDeCBsWgaRjAWO4WQRSaVSuK4bQ6TSOJitMzm4DIKAoBoSBQFutUrkBzhOgmRjE71bduCWS/hBADKMgTlhAvHg07EkDfVN7OjqZdO2HaxcdhhpFYLycGQGOtvoOHQ5g7199O7azb+c/SHuufU2nChCG4rIUGSEormzg6379oBSGIaYkmqoQplcLoclFVofCBuLiPCRWiKQRCGYMiJEE0lJXUM9LmLKQS63vesfGpi+o48tP7z6qityiYji2H72du0CIqSMyKYdTBQmgv3D++mcPpvDVh7K8PAAGcfi8Yce4KXXXmLhUUfx0isv4ZZKiCicmmaHYRxDiQwxVUSER/20RiJCym4Z27GZMWsu06Z30jRtOrS3YTc2odK1eK6PH4REvosOfYIoip28AEWchyKVYv78ORQDD1sqdr75JlHVJz8wRDl2ySTwI7Sd4dLvfJdHHnyaZDLDqe85nbvvvhmFj44koTBIWMR0ZSHwJyX11WoVqRRIgad8Ht34HKFtsGTxUjY+v54gFJz0gXPYMzbMv331Unr3j2OmazlizXF0dDZQDTz2j4/hez5C2WAr5iyez6ozT2O84rF7927GhgbwopAwgOmts5jR3ExdTS09OzbznpNOQguIsBDSIogUvnTI1E/n+Te38aXLvsbmfbtRoaaKIOcHhG5EJQoxQo3vR3iRhzs8gQJCx6TsK1wdYMuQSIMWEkMrTF8wPDiKk6nDSCQYGhigsaUR36tiJR0qlRLpbA2ZRIKO5jZiYMOgwbG49qdX0ZgwcT1/EpEQKBkHjPtBgLJMLMNARxGGUkgk6VQWpUyyNbVYtkkUxpohQ8bzqrhwx3yLw49Zw+vrN+BP5r0apkRKBRzkatiORSaZImklcMslNr70ElKCB1QrVQ7/4JnscUuQtFm+ZBmvPPMskevhS8hMa8dOpZCez9e/9S2ee/EFQkIM04zZpFpTHBzGMgyC0EcKgdYRyogjVqWOA9WFjmFjaUxm61QqsfPbpEWlN5b/h44t7+jOw0ondespa6hpaqXecWirryPj2FSKefp29WJoi0q1xGe/fAkN05q48+GHsZK1/OVPN7H62JXImiyZRILn738Qt3cwVpVOkqOUUqA1lmFgpVMseNdq5hx2GAibWS2dyFBiSKgQYWuNaTtUqz7Fkktfz17+ds9tTOzehfbj9wgvQEQCPwpZcOgSMtk0GAYDYznwQvK9A7iVSpz1EkUYQoIy+PzXLuXan/6MdCLDggWzkYDvBXhuzGLVTpqyW6Yh5VAsFKaiLivVKoaMaJrZyXjGYUhXMOwkjYk0xy1fwyHLV7Bj7xbcoEqpUiUKBX+44SaKPXtZfvzxNE5rZXlrB7v7+tnb34PpmPRt2sTaU89m1WGHcfW3L0NLF0ParD3mXaxauIr+kQH+dOOP6XrmIYxMHV6kENpAMkk0MwSJTJYPnHseb/Tuo4KHoZl0DIv1elPWh5bF8OBgrFyd5KkcIEiFYTAFI0rDpHPREgqeZKR/HwuPXsl4tYhUGoKASGha2ltZfcwxbN25GzuTJptIMrF1D5ueW4culqcsE4UZ+1so5yAU2tzcPLUfSqUSlmVMoR5CmfjlCoHnYWhFpexOvRZ5VVpnzuKNV14jDOLiMTXg5GDnkkqlmD59OkIIent7KRUKMZFPCq76xbW8PDDG5u5uNj33BI6AFYceyrQ5s2nq7GRkIsdtP7yGJmDpykPYsXcXgQ6RpoUpJfmBIYQbH5W01phGzPE5IMpTb3PFF8SWke5kPAimJF2bJRAwtnXvPx9UK6XCCTX+QD+9xRxy+jQG/JByoUx96zQE9ezXVW7+8yN8+sS1GHt6sefYyJRN3+h+gokxWlracC2Dkg5R4YHwHUWoBZlkBplwcCN47dU3GHND1qw9EeX7tNU2kLEUlaDC+NgYlbEcXrnK0O49dO3tQkUKL3BIWAqjXEKbElvYIDS9vb3onWX8hM05X/sq+7p7efHWu0hak/CsFAgF6XSGP95wO6n0cuqzKbxywLDrkyt61NZledfad1FXk6KmIc2D996GZYEiwCNAyQAhFEP7x9izPUdo1aBqqtTMSBO5FYa738Dw8riRRBAyMjjMWV/4LCVtMj3l0NO7k8CGrb07WDh3MScfuZY/DJc54Zi1TPR1sWjGQjbu7GH+IUfRMvsYps+czZae7dgdbZz0gdO54dqrWbrscAqeiQoDDMPAr/r0Du2hb9c2Qg2BCtCTdoNhEIAWU2ZEuXw+PhYwaeQbvD1wWaCFJDIkdnMbMlFHfqSHxqYGBvMj1La0okyDQv8w+cIEpdweVCgohQGJtmbq7QTPPv5XMoaFSidRfjAlBIxt92JUQylFMT8x1SVIIrxqdQr1CNyAKAgwlMKv+FPEuvhGNagWS5NO9PE68HNKHIwZrVQq7Ny5MyZtyRg6txyHXCFPw8xO2nyTZbOX0vP0sySzDq0zW5GNDiUdMmv+PBBw2b9fxrX/8UukpVBSYBkG5aFhjDCahF2j/5YXdKDwvt2HFx2bVU+xWLXGLZUxUv/dzuH/Zr2ji0eIoOQp6pI2dS0pQmkiEinOet+Heejhx/GtBId+9Dx6enp4vKg57/s/5s4/3ESlUsRWrYgoZLx/kPrWFsJKFa9/ON4Mhkk6naZgWCw88nBWr1nD2MgwN912M5/8yCdoMQ0KI728vmsPm7u6GK+E2HaSZDrD7M45zKyfRXLOIexzH6Qy2I2BQEYRVb/KrGVL2LFzC3VC4FZdkg111EkJjo12S7GFYRRb0+HUUnFbOf3c83nsgbvxgzw33nAte/ftouqVGBkdxnQikGVGR4dgZBiIb7b6+noqKKqZGi76+tdxdMgtt9/F4oVLMUKHv9x2J82dDSxceSTPvPwmCBsn5zFt3jRSkaS5sYGbb/4jTfPmIpMmo317WP2+d3H7rTfyybVH8+ytP2VwAu54YiOtbXPo79nKk08/ipYGvck2Pnj+v7Lj9c1IN0IYNqbj4NQlmL9oCdGseQgkSuiYZyAOqHonr+uBJ6OKW/wD/9PUxo4k0jTBMpgzZwH5fBVlmWSnN5NoTGJna2lvn8kWuYta2cHo/gFkIoWfH6MWwUO//xNtDY24xRLhZHaKjDRaCqRhYFnxjV6pVHCMSQaxkkjimy2CmB+jBYZShJ4fu8O7wdRNGUgBlokn+B8NdQ5AoG+HXCGGbn3fxy0W6Roaor29mZuuuw7s2Pvk7l//mmt+eS19BU2tacdon2kyNDRE+4zpCAlBroAIQkJDYYZiqlj8/Xq7I30UHiwm8WtxByX/FwePd/TM40c/ueqKOx64j0fvuJuEtBgtVxj2Jnhj60bmzGgnm03wL2edgSoOsHf3NiwRsmhGA6889QTVsRzVQgGJJFcq4wUhjR3TQEL79BZOPvdsZi+ZRUNtgoQKeHPTcyTzY5T27OKxvz7BhOtQt3gRhxx2OGuPOJLDli5h1fKlTGuspaE2QVNzlnM+8n6WLjmUl156AeW7VL0KTm0GLwji8KmExSlnvofBYoXa6R3s27sXK4wwTIPaxukUfIvrb/41yzptjl09nxXLZvPS5lcpeWVS6RRISRRGSCEZHhkhNzSCY2psS3Hy6WfwVk83Z374dJbNbsOnyKGrFrGws4P+7iG29A1QCiOmtXQgyppH7nuQ5sYsp510ArfceivLDltJ0Y8YnyhxxMwFPPXqBs48/TS2jo1y+2138Ntf/4ZRN8Hc+ctJWB4vrHuWFzduIGEnCKSFsk3OWruWptYWNm7Zwqadu7j/qaepWbCcPeMjTAQeUSiJQo2UMTVaKgvbNqmU80gmn5BaE00eIZSwSFgOrg4xTIv5S5dRCKBcymFKmL14IUcccyx12Ua2vLWdWW0NDIwMkqnPUJvNkHYy7F3/Ok3pLJGQGLaNDEKk1vgCtOMgtCJConQAIn4iC2mAiAeOGk0YxV4oQsW+qmgIPI8g8ImCCB3GdotuGFJ1y+ggQr0tn1jw3zNqp6weAaUloVTc/OBf2LB9Gz/93pWYUUgYhWgvoEHZPH3fg3zsvI/xRm8f+3uHuPN3N9OQsqixDaSQVPNFTGkiQxkT3tBEkzO9t/8+PfkdESurBQKpVBzCrky0MvCFwBvP/UMzj3d48fjxFY/dey/FwOXE8z7Mrp4eSqNVikNFvNwEpcG9rH/g9+x87knaOtsp+D67unt468X1BBMlopJHuVRi9QlraV8wG6RHNmlT6Olm74ZN7HnjLbpff4s3173ExN5BZDli/1COC7/8JZYcOp8wDFBaUA3iPJJiqYgg9thxbAu3XMZMJqhUi3Rv34ltw0RunKaGOkxDYZk2+cBlxsJZtM5o5bjDV/LiU0/h+y4emmR9mkMPm89rm9eT84v0TgzT3jaddDKJDgJqs9mYGRmGeGHIQHc3QgdINP37RxC1DXSPjPHgo3/l+UdeZWhPjucfeZOTj3svL7/5JkyvY0PfLnJhlda2Vuosk1eeepLXNr9GU20dX/nE+Tzz4npOPvZ42jo62bThVdYuXsmDj79AULeAf/3iV0k4cOftN9C95zXWP/0s20bHWH7Uagbyo5gJkyt/cy2pjlZ0QwM91Sq33HojK1cu5dCVSyjlCxhCoYMIU0q0MpgYH8N2LDQyzskFpICkYZKy0kSkmFPXxjlnns1rb24i77mEhsRpzOLqEEv52KbBtOnt1CWyNNQ2MjY8iluqMK+lg9zQCEE19ryIkFSFxBeCRHMrDYsXM2Pl4UQVxfBgD44ppwSDB1p+zUFLRt/TEAqiAALfm0RewrigK0kkBZVyGR2EGG8THcq/M5l++zKUYO2Jx9Mxdza/+88bAU0lCGIhWxgidEiuWGBw127OPeccjjnyWNb97VkcR+H6HlLZBK6PhJhLog/+vW8npr29kAA4ItbESKXQSmImEhiJGJ52x/4JeR5hqOlzDFafcxa9oeC4U87gifsf4a67H+apZ/7Kfbf/kbHyBJmMyyuvvsKadzdTLhSwDROiOI+1eVo7QbVMU7qGvbv3Mtw7ABWfhDCJjJgUJIOQKNS4QuNGAVde+k1C7XLl726g1ytiuyZJx0HoCKVMxvMTOM7kBx8ErHn3STx9z5+RUmEJg+GeUdKZJIYZ8uTd9/PBs07ll1f/gkL3EDVaMe4FeHbIhf96PkFljFRjFs/zOXzZYZQnN2MyZeG6Lk119ZR8j0XLlrLz9depjPRhAUP9vaw59FBe3LyF6391PV/68kUUejdxxCHH8PoLT9Ba18q+sXGqUuBWy1hVg8ZpLezcsYff/OY26tMZdu3rZebMdqZ3NDHYt4daPcHD996EIyKuvfI7tKc19995L+Njg3RNjHDU2adDUxP7/jqAmy/yvR23oJotxPMbWblS0N/bS8aX7H5uPRrIVapIaeGkayhUXbRbiSMQCBFSEWkdE6kEdG3Zga54PPTXJzjl2GP54y23UJ2YQGWz2JkkjmMjdcTA8DA793WzdNmhPPfEkzih5ox3v4uyW2FkZD+zZ3eSra2hwU6xp7eHmpZGAsOgf3SE49aeiK0lP7jlTuoSIJSB0NFUpk0c8nRw/0ml47AmKZBSxDxAFc8d/MDD9zSZTAZfVFAHTHe0JgoPZrdM6VMmuwHLNtm5awfX/fxa9GQMRWwUHcZwrwHtM2dQKZYp7t7NIatPxWyox5AuflBm9sKlvPbUsyjTiJ3+D8RoTB1HDs6VDhheh2FIJCVaSex0inQ6RaVSwfM8on9cVPvORls65s3TP7jrFgaHh7CSBj3bd9De0Mi2HTtY/9rrlPwIIWzCqEjHrJl89tPnc8HHP0GNbWFpyVjgseaEo+nb2U11/yC6UiGINH44Gd8XTFZwIQgxMKQkjMCTihPWnMTzzz1F50lredf73kvCiA1WvCjAUCZ2IsXo6Gi8ObTgp5d+h2SQooyLYWjqfBc/LFDf2sJ4bgSNhahWCcKIskxwzS9/yVhpjHTCAGESVKpkUxkSqRSlSpl0MkUymcQrlxgvFYlMg7vuuZ3i9p24+QKBgGLRpXVaB6e+9zRk/SIef3odQ+O7uOCTn2PXli6spjaeeG0jE6UK37roQvqHd1Cq9HDsvHk4iQybe/pJZ7LMbm3gpttv4YX7HmJ/scgvfvQb5jTNYsOWV3lhw8s8/sxf+dkvr6K2tpYIwejoALaTxjEtuoZ62LZ7J8o0eOyJJwm7xkgHVSzfI1QhoYr4yGc/S3cx5ME7/0bCd0moMUJAakGgIxypWDNnJjf+6nqE1qTTNax971l0uRV8y6ChsZlESyMqnUELn7aODqbNnM0DD9zD6JYdpAoldBAitMZHIwyD+to0qrEO1VhHbWsLrQ3NMFqk0Uix7uWNeEER05IYgUugo5j3EcXWCxJIWDZRUCVwfSqlElEQ8yUOoC2mUngypLG5nbHePgLfxVcGfhDgVDWhklSiEEdEoBVCqJgFH7kYqQSpthYqro/v+2ghsKXCMU0mhkcIfRepNcILWL+jl1WHHoujB/E8j9/fci+f/tR5JPFiI5/oYHEK/HiWZJpm7NFygARmKAIBje1tlAKfqu8jJz8vr1olv/WfUBgXhB7r1j3J3559EpXM4EiFVyoTSIFtZGhfsohEfTOD27cwXqnyq1/9imyNg1GNYlgu6VCIGtjas5XPffQ8Hrrtt0ShO0X8IYwNcbQGQwsUAmkahLZBdkEH5XURRyfTZPd28UY1z4pjjiY3ESeW+65LfU0t2WSK0Pe4+5GH2ZEfoaW9jZ//4hdsfXk9qquL/t79GEGIMMooHFwsLvnmV5GmwHerTPgahIESAlsH+Pk88+fOZWJigtD3cQOfQEcUcjkMw6EcKkIsip5HIplmoKub//rZdVx06XdYtXgp3ZUWDjnhKO659z5On7uII+Yspq2mnuKuLXROtyikWxlzK3Tv7aYYBDzx+//ki+d+nqPmr6Tu/Cb++J/3UfF8Bovd7Nm/hyNOWMWpZ5/Ilm1vcvShh8Xu6IHP8GAPbuCTz+epMw20Mjn3Ax8iZdqse+IZtmzcjM4XsS3FPbc9zLd++BPefez7+dkNv6Vn0/PUmOWYNSskNZbFbbffQXF0FEGcNfzhD36IG++/j4Zp7SSSDse992RGQpeRiTL7dm2lKWHgDuwnoQwi08IPyiSFxiOioameShA7adWka2jM1pN1Uuwc2Em6aTrHnriKUqnExHiO4f1DVCoVSvkiVsIhkTAIKlVyuTxCx54YgR/F3cEkgVROPmSkIZnW2UHf3n7C0MSQFgsXLKHfthjf1UXG9/GCABH4RKUihhQ0tLWikgkmKi6B55G2bKr5AkEUQTKJqHpYUsXX3g0xZHy886t+HPSVsJEmRJPg1IFB6RSqAlP7W8YvoLWmoaWFcrVKgI6d9mHKG+QfXe/o4lHI53n+mWcQ1ZBSTy/laoynJ2qzOLUOKWlyyOJF7AwDKmWP0e49eAEkpKLs+zTNnsnSIxZz0ruPoHvr63ihhyEMEIIg8DGkgZ7MZDHUJH+CiCWrDmNr314aOztxtM/Jq49g69OP84fbbufEE47DUCb1KYdirkBbpg6iiNzYMFqW2LVnKwsXz6U1m+K1R/5GYeuu2EVMWBQjm5b5c1mwdB5BEDBt2jRs26ZvaJDx0TE8z2PRzDkM9vWTzWYZHh5G2AbSMAh1RFNzK4OZbqxMBum6KAGlagUpE9z7l9tYufr9pCyb22+/nc9d+nny+4tUdw5SzUD9rE5KooSuQqFcoVKuMqtjATs2jcMnEzz59N089sgzPHTHc8yd3cyL216kZV4bNY0pomqZlvoGFPEZ33XdOGS5WKRSqRDjExHCL9OXG2TRqhWsWH0s29/aSbomSz6fZ/7yZZRKBS79zr/zhQ9sRmsPoTQJpejduY2wUok3fxQRRCFLF89n3uaFvNXXD0PDLOrtwWywkfkKC5ub+Nsdt5CIEmBaFJWLEJJQRKRrGwkdCydZh2+aoEwM7bBvTy8Nza14ROSLY3HbrkOs+jqS1NM23WBibITxiREC30dLBUGERCJMC12NmZsHVogmQrNtxw4iDUXLpvGow6g/YS2nzF9Ef28v23fuZFX7bB655y4qg/04Kj5C+EEQx3J6PuVcEe16hGh8DcbkzR4B5dCfTOcLcasBiWSaildGOwovCDH0waPK248vB3JZ4nTAmE1b9b34iBiEIJiKweR/YYD8ji4eXrlK1FfACCUJXxMFMU5vSZuqCIgSguaWDEfMPpmfX3sLRx5+Iq8+/xyplCAMNccfs4btL77Ik7u2UujdT8rMUCoX4sGWYaIjHYc7K4MSEaHQLDvqSF7buZ2MMBnsHmf9sjlsuuUPjFd9aqfN5MHn1tHZ1sIpa0/EnoT/kpZBd36c2XMXc+v6ZxgtjbH18Qc599xz+a/vfJ9IKaqyno9/5kJa5zWwr3cPUgvQCsdKYfghbXX11KTTGBrqm5upVqvYpkloKALfY8++fbhRicVHr6C/u5uaUOCWPez6WqSUWDUNaOGTrEJxf4VsNss3vnsZV131A6rjeTIJn0SQYNg2GBsY4Z7f3cznP/sFrrrml/SNKR57tsj3rrmeXSMbeHzDXlzHxkkkKJWrtDgZjCYbA2htamZgbJjkJGfC9X1CEVGtFHALlUnD3QK50gTzFrTz6oatnPeRj5B0R9i0ew/T22Zw0Ze+wB9//j2EKVGRR250HHdiPCaQKYVp24zm9tO4YC7zOhdSHh3k+WdeYHp7mi1PPo+0TDQKO53E1RoZRtSnsmSaW/GTNr5poJKKtvY2mhsbcYshsxcsYVpjHb1uCUieAAAe4ElEQVRduxkfLRImTUKjSOB5iAjCyCdTl6amoY5KocDYyCjad/Fdl8g/GJYFk097ZSClplSp0LFmFRd+6Us4lsXY2Bj3PX4XA6+/RY0X8lDxASoTBZwg9sWVNWm6BwcwgjCetxkGZk2asFAkXyqhHJtISpqmt5PUGs9QREKTTGVBeXzq/I8zd+FCBvd0QdWdgrgPQMJKKaqTjvgRGmkorFSSchTGqYHEyYFeEBBEEdY/qyRfa02gIvzQw1YSbVh4QUhbZwcFt0pNFKFKOZ5/YwOHHjuPTFOWoCaJjjxMAh659fe4uSI1mVq0YVGWAf0TDkefcipHH7GaP950FY1t0ygT0N5eTzkM2FUqYiYymMkk11/xHX72/SvZ3d2FLlcwEwnykctoXR2pfT1Mb2lHTG+lpa2ddCTp6t6DCMAJBLJa5S+33EZkWYhQctX1V5OyTDa8sQGcBEhJKpGg7OdJJpNo0yTlJEBocsU8DQ0NmI5FznUJy0VMx6StoYOtW7ciU0kAMvUZIj/Ad11CUaXjiPnMmLmEYr7Ccy9vYtWqE7jmql8zvH8XP//pVZSqZbZvfYP7b7mTlpRNe3U/iapBXXMn/3HddxgNRuirlLCnTUN7Ac21WepMk9aaNBO5EnYiQaFQIJNIkbJs0naCqh/gVSJCP07u00FEMuGQr45Srnbz/lOPpt4RDOdDZrTNpJSb4Iijj+S6nzYy3RimobmTlbNr2fDyRuxMA/293Xzsi19Am3U0zZjD97/7Q678/vd5YcNGujaBqUMsX6MyKaTS/0975x0lV3Wl+9+5uXJV56BWN4ookDQgwAxgE4VM8JqHbcA2wQFsxsYBzxAM9nPAAdvjbAPGAmwMxmMYgjA4EIYsIRkklLulVrc6qkN1dcVbN5z545aEzIAB2UjNe/WtdVefu+t032/trtp17rl7f5tyyUGaUUS0ltlHHMO8BXPQNJVnn/kzxy48BNf3UZpNJrI5evr7UBMpYr6kUNaImmEcJ4vveVAoUfZ9DENB5n0aW+opF12E5zHUuwPHDYojd1WiOsIHB3RdMr8lwdCO9fz6llsZ7exBVzR82ycjg3J5KcCLRRGaRl9vb5A0JwRC01Ckj/A8VAUsTcX3PcLhCMXsGKeceRqmKhB2DcSyIKOYhmB4eIxITS1uNo+dzeB7PsIPVh227YAInh5pmFihCEW3iFRDqBKcYgm3WAq0bgH7/9XWC3rIktMOPBDVDAW9P4XEsFSiiRiqqbClqwsvn0PRQCoqM2bO5tBFh/P4nx4hV8wifRdDN3EdH98T6EaS4445i89dezlnnX0uvpHjw//6YUbzJVateppCocA3r76GZd/5Di8+8RijQzuDSO0HW/C+76PJYOxpBroVRsNFaArxVIrjLr0QramR5b+8DbW7m8miQryhgUnbobEpxCc/8jFymSwTmTz1jc1Y8RgvrHuJ+mSKtsZALKYmFMGspKDH43EefX4F3QM9TBQmUYwgGSifz2OaJq4jQUpSiQTxUIpzT383F5/zPn52202U9BCm1cDcjlmsWL2KiBFkIB5Z18RLm7q57Ltfx9+5g9t+/AM2THgMjjsc/E8L2ZEfolwuEbUiJKNhwoBJoNe6i9PA0BCTpSKKaTAwNERjXQMjQyNsGerCLhZpqKtDVzVGxtNorkfMCPOuE07EiNYhUGmoq+Or1y+n/8U/0FIn2NTTRYte4KCOWTzd243nRpGuh266tMbibFizFkd4OL5PNBRC18OIUIxJ06CuqZn3nPUvNCVT2PlJXtqwnudWrkTXDDLFAgcfdThtc2agqipF2w6EhD2XTCFPyIeCk8O1y5RzeXBdVFUlM55GVxTKxRKebTM5OoZfKoL0dndqc7yXu9W7okRtcyujI5MoZVD8MjhBdayn6iQSCVzXZWR4OGgHukuPVFNf1ivVFRxfJVtUAQPVh2LPejY4BeY3nEzLnCyuk0MNKSBDKL7Ey+ZRPAfPcdAUFcOwKNg2oXiMAxcu4NlnV2OF9OAW0RM4pRK+XUbA7twaKSXZvqG3ZsNUCLEMOB3YKaVcWLHVAHcBHcB24H1SyrQIbrx+ACwFCsCFUsq/VH7nAuCayp/9mpTytte7tpTg5EqErCi+bqLqkB4fxnbyeKqG6kM4UoNlSCK6gRgZ56nf3Q2JJKqh4xecl9soKirDRZcl73kvSrnMd778VS76t8uoq6vlwYeWYbs+djbHfTffwtN330epkMfXdUpSxSRIMhIoSMUPkoyEROLh+xpO2UEp2cT1KAPdQ4xt7SOVzaEKDYpZrv/q1/nlA3cwkp5E9yAUSzCSHkedmGBGcyuWYVAfjrJjaBAZT2ALGJ9IU5I+ydokRnqQiBbFNCzGxsZobmyl7DiMpseJR6KEo1HKOZvf33c/FB0+fvYHmLNoER/82McpjfQT0QyeeepJMCLsbGpCI0LzwkPoetHji8tuJ1bTwofe+2FCPnh2GcsycRyHvoEBkpEwzbVJ3HxQdZpOp9F1nczEOGFNCVTWDY3W+gZ6M8OUCgUmJiYImRaO76EAgzv7KfslLE2laEvS4yN86LzFXP7CKqziOOdc/HGW33U7z/XtRLcaqBVh+vqHsMsuLwxuQTcMsMugmohoLYphcPjxx3L8CafQ099HOTPOWG4C27Mpl0tYsTgNLe2ccfyxaCGTYm4CRRW4KLieRyQcwREC1Xbw/RKaqSBdH99xguW/aeE4DkY4hKeqJOoF6b5ePNdFVRUMI0zZCVLPpR888RsbGGfeQQvp6enDyRXxFQfTVNGlwcTIWKBSVlmFICWmYWD73u4PcC6T470fPJ//c85FRFN1DPaMkowohACzvoZcaYyIZgaPliFIjlEVhFBRAb+yInKlzwFz55B1yqTa2pkY7kP4Es11kWUnEA4iKMz7e/FG1iy3AkteYbsSeERKORt4pHIOcBowu3JcDPwMdgebLwFHAouBLwkhUq934UQijidcNNUnGbUI6QYlp0ymVMRzHFRdp+iXmSyUGc4W6M8XyZkWQkDE1HF0HWlqqKqGgsb8WQcyNL6DnekcCw+aybFLTuG6792IVgbN1Gi1Qtz7i2U4UoJhoiCwhI8QEgOJJgKNBUVRUBUFUzVA9VEJoSgm8WgIMT6COpHFKUk026GcztI3OMBERvKXDZ3YQgHHwxIani9xfEnRKTM2MkLL9Da6dw4xlEkTScSZyGR4ftVK0vkC+aLDeCaLouqkxzOYqkFTbSMCjbINZkjjP++4E0XVURSLzhfWc/1XvspPb/wp3/zWD7jzwT8wY/GhyKY6FrTXc97hi3ALRd599odomDadhbMbKBTHSKo6wpW4Xpl4IoanKvRnsuiRMJqm0VBTS38pj08QsHUUpF2muamOVDROXX0ztueTd8q0NjQykctCOMyKNWsISZ9U2KQkPDraG/nu1z/IqWccx4N3/ZLhrk2M9u/Ay49z7tmnsOymn5LLqmRFhEy8hlnvPoN3nn8Bi5e8i8OOPZKxgR1sWvEYx8xuZ9OLK3ixaxP3PPAoo31pyKTRTIcQkzSZPoumt3Dy/IXMq22kIR5BVXRaIkmisRgNNY2EQzGsUAwjEkMPmTS2NKGZOsLQ0SNhlHAIvbaGsmkghIJa9lB9G1MFBR9VllE8l81rOvHyCqFEA9HaGnK9abq3byQ/Oo6hSoywDLI7hQiKMqWC7gtUVxKzQjz42zvYtvopbv/edYxse57bH/g147aLzSSGH0KoeRxHxVXKeCo4qoK0Iqi6STRVT0GBI497ByPjI4yMj/Cvl3wUxdBRCVasqgwK5HyhofuBOl1IeQuftkgpnxBCdLzCfBbwzsr4NuBx4IqK/ZcyuBd6TgiRFEI0V+b+SUo5DiCE+BNBQLrzb127WCghzTiOp5MtFAmFLFqbmsmVspRKQXWgqDyW2lWUJB0HFQ8XSaJxGg3TZ7Ju5bMkYiqZ9DYUe5xSZpK0qvH5j17AuZ96nLwSp/fPT6GXysFSU/51ncDu1OJKjYKmGfiexDAMjFA9mUKZk5e+m75VL/LfDz+M6rjg+LiaoCwEPaOjHLRgATWJKJ29PUxrbiUeidISixGzQrzQ3Um8pp5kOEJHXcPuR20dbW0oa0PYpSKGppHP56mrqcEuBhtiuqoST9WAVEioCqV8HlGRwBNSkhseYct4miWf+ASfOukExtJpWhpS3H3jzTQ1TCOlqrTH4jgJk189fjeGaZKI1WIaYcKGjlf5JhZC0Fsu0xJLYDtlcpOTREwLu1CkvqYWfJ9iPk8iEsUImeQLWdRKc6l4PM7ExATbt29n3ZqV1CVq+PPvH+Soow7j4MOO4JGuzWxa+xIpVSARpEdH+a/bf8yldy/ljNPm89xYhslcnp7BXnZ0dyJcD13TsFSN3qHn+cv67UwWyiRFgk9ddhVfuvoLJKMmbu8AnWIld2/u4oijjmZ6WzuNbe1YooBX9pCahpdz0ITEsix0EUgduJqGKmF6+0wymQy+XUZTTRQhiCeTpAeHcPMFPF9FjxgYuoUWTeCpUaa1zeOSj3+G715/E6vuvZeQsDEdA1MxccoqjutjhoPaFle4qLqG67mggOZJtEicb9x4K57Q2aEmWfhPB7Jpw19YcupSnn10OZqSw9B0XEUDFAzDxEuXqWluJ1qbJL11TdCOxPNQPA/bKeApgkhNPaXhQQxdggjS6qUSfPSFabxeCHhN7O2GaaOUchBASjkohGio2FuBHXvM66vYXsv+vyCEuJhg1YIRDuOFDcrCw1D0oNM5UMrnKzoLL/ckkVLuLr0OViUmIprkoosu4ZLlD5KY30E0meLJlU8yZ+ZCkrEIHXGDcFagxwws26HsOEjP313tuat8/BX80HWdsh9USUZStXzyiks4ZE4b7z9zCZ6qYKkavvApeWBaIZKhGPPmzmVbdyet8xfglIKepZoQRKwQYyMjdNTW07VtG4lEgkKhgKppbNzaxUSpGNRlOA7Tpk2jkMuRSCTIZ7OENB1TKMybO48vXnYZUc3A9/3gWb7vI9VAIHfLmtWkpjdz35NPoI6PcUpbO/OPOYrk2g2UVMHyJx7lsNNP5On7HkJF5aILL0QIBcswkTLod1oSkoFMmlQkSrLSycwKB8v7WCyGhqC5ppaVm9YRj8cpFALRopaWFvL5PDU1NcyaNYPPX/oZ3FKOx/+4nNlz5mOFosQ0A+E7lD0XPJcxvZEDjz0Jt7GWciKOqWs4joPnufiuj+24iHAENJOxXJF4NMnY8DCaXyIe8rAo09s9TOe2Xg5dvJjCpEfXul4euv8R+jI7uPwLn2dntkDICKEID1UIiq6HYRj4DhhqkHcTTyQpFYrouoFUJJ7j0BpJUC6VKDtFovEkth0ofTU3NHHN1VeBD7fe8DkujMbYuOxObL0XKXNosgxCBWmiqlrl6YiOoqmUbAdpl2lsP4BCNMbixUfxjsOPx1GybO/dxtVXXszSJ/+EowS1OqKiM2LoJpNeifeffwnrt7zE2Hhv0M8lX8DQdWqSCTKTOeYd9E9sHpkAxUFVPdpmtlFf38CGDRum1KPaV0t2lX/D/r+NUt4E3ASQbGuVbYfOJtc/hCJ0dN1ibGQC3/GCyscgZQ9fBpWHtm3jCxC+wEfQfuACZjbU0TC9nayvEo3XsXF0hO1D2+jfuo6f/Og65szqwIx6dJZK+AI0FARyd1e4Xd+8EOxm66YRiP+oKsViHr2YZaB/K8t++BV0qeC6Pr5pIFUdRXqsXrGSwe07eGnTelKhMNnxNK0NjbjhCMLQGRofo6O5hWRdLZPjaYSmk7dLqIrFc2vXoBg6LfX1UHbwfCeQu/OD8nJF1xgZGKR73SZCiop0yyiaQUjR8E1BWkoOPnIxmbowT618mg+eeCqrN2/i8ZWraH+Xw3mfu4ztmQy1hy7CnlD57PmXc9X/vYLsZI5kKrG7N46UkpBpIMI6Y6USYStETUMjxcwkE+k0TU1NDPf00jZrJsrG9ZimiWkauKUSra2t9Pf3k0omGR7P0Ds6HvTGkRbr1m3BUED1y/iKgjAtDjlyMb39I2QMn1Q5jz7u4VuhoCufqmCqIVzfxxEqNfEopiMwkZx78aV862e/JTn7CLo7NzM5PkRdfR16uInujduZ1tBIW7IZp5TnZ9/6Fpdeew0T4yV86WBqGqaqUywWMX03aOuIxAqHMXUD6Xlopk42myEUCpHL5ZBFHWlFMCyVbAHO/+hnKWbzRA1BWJo8+O2PcdOZJ/GjK37Ezp71aF4WBQ/Hkwhdx/PKGLqGaWgMZYcwwhGs5mZqpiWI1/oUh7bxzJYXOPKgBTy7+kH0pIlb1AkrgZQmvk8imeKB3/+Rk5acR8yC+kiMzMQY+XwWK1HH5s3rue7bX0fTQnTNmE82PcLoyCAbuzbSO/xSpQ5n7z/sexs8hoUQzZVVRzOws2LvA9r2mDcNGKjY3/kK++OvexXHoa9zC/XxBE4xx8DOIRwn2AQVMhCdVRQlUI52HIyQhecLClKiWiHq6lN0D+wgGY9z4de+yEhhlPZImB9/7t8o2wVMNcz4QD/FzCQaKkgINLQVNN1EoqCoCqrC7obBitAQqkQqOo4Psw9fxL0PP4TtCFILFvCBM05nfHyUnSPD5CfS5CfGUHCYN2cmT7ywmgNmzqRU6VOqC0lzTYrfPvMUvu8zp60dUzPomNZB10APJenQ2thCNp3GLTtIJUhUyuULJJJxBgcHmdfazrJ77qfO1PH14IMuTIOCU+byKz9Pqr6O2x+6F9sscv/Dd9NYN4Ppiw9n+txZ3HvHHUyiotsmX/jkhVxz7de44Sc38PPbb+CdJ5yAZYZQpRY03NJ8/HwRz/PIqyr5nSPUJ5I0trSiCpVEfQNl28HSDFKxGjynjO0LChMZ4laIWDiCETIJJeLIyQlUxUNRFbyygyI0wmGLkg/XXvVFzjvn/cS1MMWchx5TcB0PTTWIiDDS0BFSokhJc0Mjw1sH6GibTaaQY8nJJ1E/vY7Vq57jgnNOZ6B/kLVPP0d7cxNCgWjcIrO2B6H4bHzxWVpnHILiaYQ0nXo9jp7S6RndSdEvg1NC8VUiiSiaIohHUxQTRRzXJmQkKBYz6EKw+NBDOOu00xGOxmTBxnVUylLieg7vO6KF8x77DhOOwqpN25nZ0YSFyqTjsm7NS3zjuh9z4EEHMUNKknVxVg6+SD5bYunMQxgfzLBl/WbyA728+7zzOf8TF3DTj35KXtpENZ/ebd089udHGR3N8uHLPkkpn+eB22/CTRdI6jp61CQ9Os4tt1yLoarYhaD+Rq+okCm+j+05yL9j5bG3v3k/cEFlfAFw3x7280WAo4BM5fbmD8ApQohUZaP0lIrtb8JzXPSyy+iOftLjOynaOVzfxvECwZZdjtAVFU1Vg+pGfKRmQDhORDN55rkVHHPM0Qxu7WSks4trP3Ip6lgBFwtPVSg5HmjhIOlHN3AcD8fxdqf77jp23a4oPqiaSdk0WXTKqXzh8svJ7Oino2ka7c0tbF7zIhtXP8dfnnyMzs5O+oaH2Li1i1XrXsIpFOndti1IAKv0ui0WiyxaeBDRZJJ0LktP73aamxvo29FDbU2KwuQk01paSSUSmNGg3kVTVSbH0/iOSyQW44qrr0LTDWzPR1ghTjj9DE5ecgo3/8f1fOPyy+h77GnS67bhjqWZO+sAlp74Lnbu7OO0fzmTp//7Gb78mcvQSzaNM5q47sffYPNgJy9uXUtO2kzKEo75sgiOECJoF2CZTDg2vqGjGwbjI6MM9/UjfInvuqiKgmWFiVkRmusa0XWTwf5+woaJ8CUeMmiqXdHYKDs+qm7xxFPP7a4fkVLiOS7CcbE0DSdfYLR/gJAZCRIGhcXmnj6s2hSHLTqYC953MrnMZo46eD53/teD/O7eB+ns6iYZjdDR0shzTz6C7xYQbpkHf/Ub6iM6IUMlGbI4oKmeuK4QMiySoRhzWtuZ3tJAYypJwozSlGhgev002hraaYzXk4wl8Qt5vn3N1dz6/e9hqS6GLvDFyyLVQbuFSZJKiZMXNNMR9WgMO9RpRQ49sIV77ltGXVMUpzBIwtRo0X1qnCxKdgJHwNhL23jm4T9C2cYIq1x8+WexwwlK6Jx/4UfQhMb05gaMkMFkKcO8Y96FNOuIRFLkChNs3dyNqVkYikHUMDFVDQ2BdFykG/QonjF71l6GgDcQPIQQdwLPAnOFEH1CiI8A3wROFkJ0AidXzgF+D2wDuoCfA5cCVDZKvwo8Xzm+smvz9G+hVCjg2DaKHqTaInyCt12Qc7CratAuFimXSkjfDzbTEinmLVqMJRQ6163niAULufvmGxl9+llqhUC1QsxJNOJmPUw9RbqkYesxJl2NBUcej55s2C04rKrq7gASiUTwdag7oJkFJ72D9YWdfPob/07HjBaG+rbTuXoFPevXs/6FDdSkWhkZHmZrdzc5u4S0DBbMn09DbR2KopDJZBgdHUUIwaHz5tM/NEihVKJ+WgsPPf5nekaHGSlkGM/n2DE8RDo7SSafo+y5aEKhPpkCz2NT5xZ+/ZvfUFQ1Pv6pTyN9wSP33MPDv70Hv6QS1uoxalqwZZKsq/PE8vuZlUxw9ac/xX1338WNX/8Ko+tX8aUrP8HEpmcobl5HdDhNacs6BtY8RXNEQZeloIBrV1GYBLOyF5Qu5Oka7CfSUEeqoZ7aRIJkPBE04JYCr2DTkqpjPJ2hvW06I8PDQb2GqiI0lVA4jNRUGlpaOfHkU/nFLbf+Vbq1b5fxSzbZ9AR2Lk/CinL+eRcQslLkbJf2ufP55yOOJlx2WL92E7/++X309K7luIMXcvCcDuYvOIBQHTy+8o/k7CK+p1Mog5bx+dLHLuXhO2+mxnLR1ALRGHS0hOho0JmekExPWcxpTnH8oQuZ1VjPrMZ6pqcStMQibO/ayqo1m6mbewQPrHiBpe97D6moTq0VbMDuKvUvKVE0Q8dXBAVf4EoXVUhGMuMM7uzirpt+SMQsU8gMs+3RHnY8uo0/3nsnbak6tFCSpngNk+lJXJklEi1zxdWfobljLkuWno70fTwJvYMDSFPh4AVtHHbqyWwvmdg7wXNtPM/Gs4v4iqDsezjSx1MVfFUhHo9z5pLT3kS4eEVsmMpJYkKILLB5f/N4g6gDRvc3iTeAtwtPePtwfbvwhFfn2i6lrH+zf2hKp6cDm/cm821/QAix6u3A9e3CE94+XN8uPOEfy3Xvd0uqqKKK/69RDR5VVFHFXmGqB483rau4H/F24fp24QlvH65vF57wD+Q6pTdMq6iiiqmLqb7yqKKKKqYoqsGjiiqq2CtM2eAhhFgihNgshOgSQlz5+r/xlnJpE0I8JoTYKIRYL4T4dMVeI4T4kxCis/IzVbELIcQPK9zXCiEW7WO+qhDiBSHE8sr5AUKIFRWedwkhjIrdrJx3VV7v2Mc8k0KI3wkhNlV8e/QU9ulnK//7dUKIO4UQ1lTwqxBimRBipxBi3R62N+1DIcQFlfmdItDeeX3sqkydSgegAluBGYABrAHm70c+zcCiyjgGbAHmA9cDV1bsVwLfqoyXAg8RFAQeBazYx3w/B9wBLK+c/xY4pzK+AfhEZXwpcENlfA5w1z7meRvw0crYAJJT0acEFeDdQGgPf144FfwKHAcsAtbtYXtTPgRqCDLDa4BUZZx63WvvyzfLm3DI0cAf9ji/Crhqf/Pag899BGn5m4Hmiq2ZIKkN4Ebg3D3m7563D7hNIxBoOgFYXnmjjALaK31LUF90dGWsVeaJfcQzXvlAilfYp6JPd0lK1FT8tBw4dar4lUDRb8/g8aZ8CJwL3LiH/a/mvdYxVW9b3rD+x75GZQl6GLCCV+iaAK+na7Iv8H3g33m5T0AtMCGldF+Fy26eldczlfn7AjOAEeCWyi3WzUKICFPQp1LKfuA7QC8wSOCn1UxNv8Kb9+Fe+XaqBo83rP+xLyGEiAJ3A5+RUk7+ramvYnvL+QshdmnNrn6DXPannzWC5fbPpJSHAXlelrN8New3rpU9g7OAA4AWIEIguflafKbk+5d/gN7OnpiqweO1dEH2G4QQOkHg+LWU8p6KebiiZ8Ib1DV5q3EMcKYQYjvwG4Jbl+8DSSHErjqmPbns5ll5PQG8brXzPwh9QJ+UckXl/HcEwWSq+RTgJKBbSjkipXSAe4B3MDX9Cm/eh3vl26kaPJ4HZld2sw2CTaf79xcZEdSH/wLYKKX8jz1eerO6Jm8ppJRXSSmnSSk7CHz2qJTyA8BjwNmvwXMX/7Mr8/fJN6SUcgjYIYSYWzGdCGxgivm0gl7gKCFEuPJe2MV1yvn1Va7/luntvOWbTX/HJtBSgqcaW4Ev7Gcu/0ywjFsLvFg5lhLcxz4CdFZ+1lTmC+AnFe4vAYfvB87v5OWnLTOAlQQ6K/8JmBW7VTnvqrw+Yx9zPBRYVfHrvQQ7/VPSp8CXgU3AOuBXgDkV/EogIj4IOAQriI/sjQ+BD1f4dgEXvZFrV9PTq6iiir3CVL1tqaKKKqY4qsGjiiqq2CtUg0cVVVSxV6gGjyqqqGKvUA0eVVRRxV6hGjyqqKKKvUI1eFRRRRV7hf8BchciK0LBLN8AAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.imshow(img)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
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